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The repetition effect in short term motor memory retrieval Goodman, David 1975

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THE REPETITION EFFECT IN SHORT TEBM MOTOR MEMORY RETRIEVAL by DAVID GOODMAN A THESIS SUBMITTED IN PARTIAL FULFILLMENT OF THE REQUIREMENT FOR THE DEGREE OF MASTER OF PHYSICAL EDUCATION in the School of Physical Education and Recreation We accept t h i s thesis as conforming to the reguired standard THE UNIVERSITY OF BRITISH VANCOUVER CANADA August 1975 COLUMBIA In presenting th i s thes is in pa r t i a l fu l f i lment of the requirements for an advanced degree at the Un ivers i ty of B r i t i s h Columbia, I agree that the L ibrary sha l l make it f ree l y ava i l ab le for reference and study. I fur ther agree that permission for extensive copying of th is thesis for scho lar ly purposes may be granted by the Head of my Department or by his representat ives. It is understood that copying or pub l i ca t ion of th i s thes i s fo r f i nanc ia l gain sha l l not be allowed without my wr i t ten permiss ion. Department of The Univers i ty of B r i t i s h Columbia 2 0 7 5 W e s b r o o k P l a c e V a n c o u v e r , C a n a d a V 6 T 1 W 5 i i ABSTRACT The main purpose of t h i s study was to investigate a theory of information storage and r e t r i e v a l of a simple motor task as an explanation of the r e p e t i t i o n e f f e c t (RE) i n a 2-choice reaction time task. Subsidiary problems involved 1) examining the e f f e c t of i n t e r - t r i a l i n t e r v a l (ITI) on RE, 2) examining the e f f e c t of probability. (P) of occurrence of an S-R pair on the RE and, .3) examining the i n t e r a c t i n g e f f e c t s of ITI and P on the RE. . The experimental task was a 2-choice reaction time (ST) task where the subject had to respond as quickly as possible by depressing a response key following the onset of a stimulus l i g h t . Two types of tasks were used: 1) self-paced, i n which the ITI -was approximately 380 msec, and, 2) discrete, i n which the ITI was approximately 1600 msec- Each subject was tested i n both tasks and on a l l three p r o b a b i l i t y conditions (P = .33, .50, -67). Sixteen students and s t a f f of the University of B r i t i s h Columbia served as subjects. The r e s u l t s , which were somewhat tenuous due to equipment malfunctions, indicated that there was no RE i n either the discrete or s e r i a l CRT task- This suggested that there were no differences i n the subjects response strategies in either the discrete or s e r i a l task- The model of motor memory r e t r i e v a l was not supported by t h i s investigation-i i i TABLE OP CONTENTS L i s t of Tables .- ... ... ...................... v. L i s t of Figures ....................................... v i CHAPTER I STATEMENT OF THE PROBLEM ................. 1 Introduction ................................. 1 Statement of the Problem ..................... 4 Subproblems .................................. 4 Hypotheses ................................... 5 Defi n i t i o n of Terms .......................... 6 Delimitation ................................. 8 Assumptions and Limitations .................. 8 Significance of the Study .................... 10 CHAPTER II REVIEW OF THE LITERATURE AND ITS RELATIONSHIP TO SCHBTZ'S MODEL ..11 Introduction ................................. 11 P r o b a b i l i t s i c Models of Choice Reaction Time - 13 Falmagne's Model .......................... 14 Falmagne and Theois* s Model ............... 16 Schutz* s Model ...............................17 Organization of a Response Program ........ 18 Memory Storage Areas ...................... 18 Memory Search Process ..................... 19 Response Retrieval i n a CRT Task .......... 19 Repetition E f f e c t s .... ..................... 22 I n t e r - t r i a l Interval ......................... 23 Schutz's Model and ITI .. 23 Stimulus and Response Probability ............ 24 Schutz's Model and Response Probability ...... 25 Summary ...................................... 26 Theoretical Rationale for Hypotheses ......... 27 CHAPTER I I I METHODS AND PROCEDURES .... 29 Subjects ...•................................-- 29 Apparatus .................................... 30 Subject's Console ......................... 30 Experimenter's Console .................... 31 Response Task ...............................- 32 Experimental Conditions ............-.---.----33 Experimental Design .......................... 35 Data Analysis ................................ 39 Error . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . , 4 0 Film S t r i p Error 41 Printer Error ........... ... . . .: . . ........... 42 iv CHAPTER IV RESULTS AND DISCUSSION ....... 43 Results ...................................... 43 Discussion ................................... 49 Error Rate ................................ 49 Prob a b i l i t y ............................... 50 I n t e r - t r i a l Interval ...................... 54 Repetition E f f e c t s 55 Alternative Explanations of the Data ...... 57 Theoretical Revisions ..................... 58 Alternative Models ........................ 59 CHAPTER V SUMMARY AND CONCLUSIONS .... . -. 59 Summary ................... ......... ........... ,59 Conclusions .................,...-....----.---60 Suggestions f o r further Research ............. 61 BIBLIOGRAPHY -- 62 APPENDICES - 67 Appendix A Instructions Appendix B Tables .......... Appendix C Computer Programs Appendix D Data ............ V LIST OF TABLES Table I Expected and Actual Number of Val i d Measures i n Each Experimental Session ........... .33a Table II Table of Means 44 Table I l a Means in the S e r i a l Task Table l i b Heans i n the Discrete Task Table l i e Means Collapsed Over Task Table III Analysis of Variance ............................. .48 Table IV Post-hoc Comparisons - S e r i a l Task .............. 48a Table V Post-hoc Analysis - Discrete Task ................. 48a v i LIST OF 'FIGURES Figure 1 Schutz's Model of Information Processing and Response Retrieval Mechanisms i n a CRT Task ..... 21 Figure 2 Schematic Representation of Experimental Design » 36 Figure 3 Graph of RT by Probability ...................... ,45 Figure 4 Graph of RT by Condition ........................ 46 Figure 5 Graph of Hypothesized ITI by P Interaction ...... 52 Figure 6 Graph of Hypothesized ITI by R Interaction ...... 56 AKN09LEDGMENT ' The author would l i k e to express his thanks to a l l those persons who helped i n the experiment: to the thesis committee for their patience and understanding, to the subjects for p a r t i c i p a t i n g , to Mr. Bon Palmateer f o r designing and constructing the apparatus within the limi t e d time and monetary constraints, and to Hagar and Michealene for the i r many hours spent coding and keypunching over 30,000 RTs. The author would expecially l i k e to convey his appreciation to the chairman. Dr. H. W. Schutz, not only f o r his continued help and consultation i n t h i s thesis, but f o r his continued in t e r e s t and help i n almost a l l matters which th i s person has undertaken i n the past few years, and the great influence he has been on t h i s persons l i f e . Computing time was provided by the University of B r i t i s h Columbia, both for the data analysis and the typing of t h i s manuscript. CHAPTER I STATEMENT OF THE PROBLEM Introduction In order to understand the process of learning and performing motor s k i l l s i t i s necessary to understand the process by which s k i l l s are stored and retrieved from memory. Host researchers i n the f i e l d agree that memory storage i s divided into at l e a s t two areas: a short term or primary memory (PM) storage area of limited capacity but high a c c e s s i b i l i t y , and a long term or secondary memory <SM) store of unlimited capacity but les s a c c e s s i b i l i t y ( S h i f f r i n and Atkinson, 1969). Others propose a t h i r d area of storage, that of an immediate memory or s e l e c t i v e attention <SA) store (Falmagne, 1965; Norman, 1969; Schutz, 1972). SA, which i s thought to have a capacity of only one program usually contains the program for the response having the highest subjective probability of occurrence. Reaction time experiments afford an opportunity f o r establishing an exact quantitative theory, and for t h i s reason have been u t i l i z e d by many researchers as a measure of search, r e t r i e v a l , and recognition time i n PM and SM (e.g. Keele, 1969). Schutz (1972, 59) suggests that: 2 when a response i s ca l l e d for by presentation of a certai n stimulus, the following progression of events takes place: 1- the stimulus i s perceived 2. the stimulus i s categorized as being one of a number of possible s t i m u l i . 3. the name (or number, or code) of the required response to the perceived stimulus i s determined. 4. the response program (RP) i s searched f o r , found, and discharged from a memory storage area to the motor effector system. 5. the neural pathways carry out the inst r u c t i o n s released by RP and e l i c i t the required response. Stage U can be further broken down into the search and r e t r i e v a l time for each memory store. I t i s assumed that when a stimulus i s presented, the template corresponding to the stimulus can be i n • a S i state, or i n a PH state, or i n a SM state, these states being mutually exclusive (Falmagne and Theois, 1968). Then once the stimulus i s perceived and categorized, and the name of the reguired response code determined, the response program (RP) i s searched f o r , f i r s t i n SA, which takes time t ^ , i f not found there PM i s searched, which takes time 12# then i f not found i n PM, SM i s searched, taking time t 3 . Thus i s should take a shorter time to search and r e t r i e v e a RP i f i t i s i n SA. The problem to which t h i s study i s directed then i s to determine i f the above can account f o r a s p e c i f i c set of experimental r e s u l t s established in CRT studies, namely, those to do with the re p e t i t i o n e f f e c t , ITI, and pro b a b i l i t y . 3 Sequential e f f e c t s have been found in s e r i a l reaction time experiments such that, under some conditions, response to a signa l which i s the same as the preceding s i g n a l are fa s t e r than i f i t i s d i f f e r e n t (e.g. Bertelson, 1961; Hale, 1969)- Bertelson termed t h i s the 'repetition e f f e c t ' - Onder other conditions the opposite has been found, the response to a signal which i s di f f e r e n t from the preceding s i g n a l being f a s t e r than i f i t i s 0 the same (e-g. Williams, 1966). Generally, the r e p e t i t i o n e f f e c t takes place at i n t e r - t r i a l i n t e r v a l s (ITI) of l e s s then 1 sec-, while a negative r e p e t i t i o n e f f e c t , or alternation e f f e c t takes place at ITIs of over 1 sec- (Kirby, 1972). I f the subject has time to prepare himself f o r the more probable stimulus by placing the appropriate RP i n Sft, t h i s would explain the alternation e f f e c t i n a discrete 2-choice reaction time task-That i s , due to what i s termed the 'gamblers fallacy*- people tend to think an alternation i s a more probable event than a re p e t i t i o n i n an equal probability s i t u a t i o n (Jarvick, 1951)- On the other hand, at extremely short ITIs, the subject has no time to prepare for the next stimulus, and the previous engram might s t i l l be i n Sfi, thus mediating the r e p e t i t i o n e f f e c t -Response pro b a b i l i t y also a f f e c t s CRT, as shown by the general agreement that the higher the response pr o b a b i l i t y , the fast e r the reaction time (Bertelson, 1965; Kornblum, 1967; Boss et a l - , 1967), This e f f e c t appears to be confounded with the r e p e t i t i o n e f f e c t , as the more probable the stimulus, the more 4 freguent repeated S-R pairs occur. The above explanation of memory search and r e t r i e v a l could also account for the e f f e c t s of p r o b a b i l i t y on CRT. That i s , i n the discrete task, the subject prepares f o r the more probable stimulus by placing the appropriate RP i n S&. However, using the same argument as above, probability should have no bearing on RT i n the s e r i a l self-paced task, as the subject has no time to prepare-Statement of the Problem The purpose of t h i s study i s to investigate the theory of information storage and r e t r i e v a l of a simple motor task, as proposed by Schutz (1972), as an explanation of the r e p e t i t i o n e f f e c t i n a 2-choice reaction time task. Subproblems The subproblems are: 1. To determine the effect of i n t e r - t r i a l i n t e r v a l on the r e p e t i t i o n e f f e c t . 2. To determine the e f f e c t of pr o b a b i l i t y of occurrence of an S-R pair on the r e p e t i t i o n e f f e c t . 5 3- To determine the inte r a c t i n g e f f e c t s of i n t e r - t r i a l i n t e r v a l and probability of occurrence on the r e p e t i t i o n e f f e c t . Hypotheses The Hypotheses are: 1. In the s e r i a l self-paced task there i s a r e p e t i t i o n e f f e c t (which asymptotes after one r e p e t i t i o n ) , while i n the discrete task there i s a negative r e p e t i t i o n e f f e c t ( which does not asymptote at one r e p e t i t i o n ) . This i s based on a review of the l i t e r a t u r e , where some researchers reported a repetition e f f e c t , and others a negative r e p e t i t i o n e f f e c t , the main procedural difference being i n length of ITI. The model of memory r e t r i e v a l suggests t h i s hypothesis since i n * the s e r i a l task, the previous engram i s s t i l l thought to be i n s e l e c t i v e attention, while i n the discrete task the subject places the alternate stimulus i n SA a good part of the time, and even more so a f t e r a r e p e t i t i o n of the previous stimulus. 2. The probability of occurrence has no e f f e c t i n the s e r i a l self-paced task. 6 Since the previous engram i s s t i l l i n immediate memory, search and r e t r i e v a l time and hence response latency i s at a minimum. 3. The low pr o b a b i l i t y , i n the discrete case, r e s u l t s i n the longest EL, while the high probability results i n the shortest BL. This i s hypothesized since the subject in the high p r o b a b i l i t y case prepares f o r the more probable stimulus, placing the appropriate BP in SA. Definitions of Terms 1 The following d e f i n i t i o n s r e f l e c t the common usage of the key words used i n the l i t e r a t u r e on memory. Memory The r e g i s t r a t i o n , conscious or unconscious, c o r t i c a l or s u b c o r t i c a l , of past experiences whether these experiences be thoughts, motor acts, sound, smells, verbalizations, etc. » The following d e f i n i t i o n s are as defined by Schutz (1972). 7 Selective attention (Sfi) a l i m i t e d capacity memory store capable of containing only one engram at a time. Decay occurs very r a p i d l y i n the absence of reinforcement. Primary memory storage area (PM| A memory store for items recently perceived. I t has a limi t e d capacity as to the number of items i t can contain and a li m i t e d time period of retention of these items. Primary memory i s analogous to "short-term memory (STH)" # and "immediate memory (IM)". Secondary , memory storage area (SM) A memory store containing , items which have been perceived and reinforced and then absent from consciousness for a period of time. This storage system has an unlimited capacity as to the number of items i t can contains Secondary memory i s analogous to "long-term memory (LTM) "-Memory trace An item stored i n SA, PM or SM, i n some sort of v i s u a l , neural, or chemical code. I t i s synonomous to the term "engram", or "template". Reaction time (RT) The time elapsing from the presentation of a stimulus to the i n i t i a t i o n of the associated response. I f more than one response i s possible, and a decision has to be made as to which response to make, then the elapsed time i s c a l l e d "choice reaction time (CRT)". The term "response latency" i s synonomous with reaction time. 8 Stimulus probability The probability that a s p e c i f i c stimulus w i l l be- presented on a pa r t i c u l a r t r i a l of a CRT task. I n t e r - t r i a l , i n t e r v a l (ITI) The time elapsing between the l a s t response and the next presentation of the stimulus* Delimitations 1. The study i s delimited to a two choice reaction time task-2. The study i s delimited to two ITIs, one of approximately 380 msec, {resulting i n a s e r i a l self-paced task) and one of 1600 msec. , (resulting i n a discrete task) . 3. The study i s delimited to three stimulus-response (S-R) p r o b a b i l i t i e s (-33, -55, .67) 4. Assumptions and Limitations The:following assumptions are made: 1. A developed RP can be stored i n secondary memory (SM), and/or in primary memory (PH)- For a RP to be put i n t o SM i t must have been i n PH and reinforced a number of times. Any RP in PH can be consciously placed into s e l e c t i v e attention (SA) when i t i s assumed that t h i s response w i l l be the next one c a l l e d 9 2. Selective attention has a maximum capacity of one engram. 3. A response program once put in SA remains there for a short time aft e r the response i s made. 4. When a certa i n response i s required to be displayed, the r e t r i e v a l process looks for t h i s stored RP i n SA f i r s t , then i f not i n SA, i t searches PH, and f i n a l l y , i f not found there, i n SH. « This search process i s performed s e r i a l l y , not simultaneously, i n a l l three storage areas, and takes a f i n i t e time i n each area. The investigation i s limited by: 1. The functioning of the CRT apparatus. 2. The accuracy of the timing equipment-* A t h i s assumption i s the same as Assumption 6 of Schutz(1972). 10 3. The sample s i z e of 16 subjects-Significance of the Study At present there seems to be no adequate t h e o r e t i c a l explanation advanced which accounts f o r the majority of experimental r e s u l t s reported on the r e p e t i t i o n e f f e c t - Testable theories are needed i n order to understand motor behaviour- One such theory of information processing and r e t r i e v a l from motor memory i s that proposed by Schutz (1972)- The sig n i f i c a n c e of th i s study i s to add support, or r e j e c t , Schutz*s model of motor memory r e t r i e v a l , and further examine the ITI x Probability i n t e r a c t i o n on the re p e t i t i o n e f f e c t . 11 CHAPTER II REVIEW OF THE LITERATURE AND ITS RELATIONSHIP TO SCHUTZ»S MODEL Introduction Choice reaction time experiments have been used extensively i n the study of memory storage and r e t r i e v a l . A choice reaction time experiment consists of a serie s of t r i a l s , on each of which the subject i s presented a s i g n a l , chosen from a f i n i t e set of signals, and makes a response as soon as possible af t e r the sig n a l appears. There i s a d e f i n i t e response for each alte r n a t i v e s i g n a l , which the subject has learned through practice, and the subject must make a response which corresponds to the s i g n a l . Although the subject knows approximately when the signa l w i l l come, he does not know which sig n a l i t w i l l be and i s , therefore, uncertain about which response he w i l l have to make. By varying the number of s t i m u l i or responses, or varying the p r obability of stimulus occurrence, the degree of uncertainty can be manipulated. In a t y p i c a l experiment the si g n a l might be presented by a set of l i g h t bulbs (pea-size) and the responses made by a set of keys mounted on micro-switches. Hhen one of the bulbs l i g h t s up the subject presses the corresponding response key as guickly as possible* The time taken to do t h i s includes not only the time to notice one of a ce r t a i n set of changes i n the environment, but also the time to 12 decide which key should be pressed- "Choice-reaction time", therefore includes a "decision-time" (Laming, 1968).. A few basic q u a l i t a t i v e f a c t s about choice-reaction times were discovered early- Donders (1868, c i t e d i n Laming 1968) distinguished three types of reaction and suggested the subtraction method to determine time occupied in discriminating the si g n a l and the time taken to choose the correct response-Donders work was based on the idea that the time between stimulus and response i s occupied by a t r a i n of successive processes, or stages; each component process begins only when the preceeding one has ended- Mean reaction times from two di f f e r e n t tasks are compared, where one task i s thought to require a l l the stages of the f i r s t , plus an addit i o n a l stage. The difference between mean BTs i s taken to be an estimate of the mean duration of the interpolated stage. There were r e l a t i v e l y few choice reaction experiments prior to 1950, and for the most part those that were published had no t h e o r e t i c a l orientation* Furthermore, the data of these studies was not presented i n s u f f i c i e n t d e t a i l to be of use i n discriminating among present day theories and thus pre 1950 research w i l l not be discussed here, (see Woodworth, 1938, pp 298-339 for a comprehensive review)- In the l a s t twenty years however, there has been renewed interest in memory, reaction time and information processing, r e s u l t i n g in the i s o l a t i o n of numerous experimental variables which a f f e c t E-T-, e.g.; 13 type,intensity, and frequency of s t i m u l i , length of foreperiod, number of alternatives, S-R compatibility, i n t e r - t r i a l i n t e r v a l , l e v e l of motivation, anxiety, fatigue, amount of practice, type of S-B mapping, and the task complexity. To r e s t r i c t the length of t h i s review, only those studies dealing with the r e p e t i t i o n e f f e c t , stimulus-response p r o b a b i l i t y , and the e f f e c t of ITI w i l l be discussed as well as the major p r o b a b i l i s t i c models and how they account f o r the r e p e t i t i o n e f f e c t (see Smith, 1968a for a comprehensive review of the major t h e o r e t i c a l positions). An attempt to rel a t e the major findings of the relevant studies to Schutz's model of Motor Besponse Organization and Memory Retrieval w i l l be made. P r o b a b i l i s t i c Models of Choice Reaction Times The work of Hick (1952) and Hyman (1953) led to a theory i n which human performance i s compared to that of an ideal communication system* Hick used ten lamps and ten corresponding keys to measure mean reaction times to several series of equally probable s i g n a l s . He f i t t e d h i s data to the equation t(n) = b ln(n+1) where t(n) i s the mean reaction time of the n equal probable signals. Hick concluded "the average amount of information extracted i s proportional to the time taken to extract i t , on the average.'! Hick's paper had a profound influence on subsequent research i n choice-reaction time as he had come up 14 with a quantitative equation to account for CRT, and he showed that choice-reaction time was determined not so much by the stimulus presented as by those s t i m u l i which were not presented, but which might have been. Hick seemed to set the stage for a p r o b a b i l i s t i c theory of choice reaction time, but i t was not u n t i l t h i rteen years l a t e r that Falmagne (1965) came up with a stochastic model for choice reaction time. Falmagne's Hodel Falmagne (1965) constructed a stochastic model and u t i l i z e d a "state of preparation", to account f o r the e a r l i e r experimental r e s u l t s i n the CRT studies (in p a r t i c u l a r the sequential phenomenon demonstrated by Bertelson (1961), which i s discussed l a t e r i n t h i s review). If a p a r t i c u l a r stimulus i n an experiment, say Sa (where Sa i s the stimulus associated with l i g h t ft) has recently occurred several times, the subject i s l i k e l y to be prepared for i t and w i l l respond quickly when Sa appears again. But i f some other s i g n a l , say Sb, has not appeared for a l i t t l e while, the subject i s less l i k e l y to be prepared f o r i t and w i l l respond more slowly when Sb i s presented. . So RT to a given si g n a l i s i n part a function of the preceding s i g n a l . The subject w i l l respond more quickly to those signals appearing more frequently and i n t h i s way w i l l match his performance to the objective signal freguencies. The s e l e c t i v e nature of preparation implies that i f the l e v e l of preparation 15 (Ka) for Sa i s very high thea the l e v e l of preparation for other signals would tend to be low. The other basic postulate of Falmagne's model i s the "all-or-nothing" character of preparation which i s based on the assumption that the value of K (the l e v e l of preparation of a subject on the nth t r i a l with respect to s i g n a l i) i s a discrete rather than a continuous variable* In t h i s case, either the subject would be prepared f o r the s i g n a l i or he would be unprepared. Falmagne (1965; 80) states: There , are only those subjective impressions which would suggest a preference for a l l or nothing, such as: "One cannot think of two things at the same time ...". It seems f a i r l y evident that, as i s often the case, a model of the all-or-nothing type w i l l prove too simple-Thus only two states are considered i n his model: the state prepared f o r stimulus i and the state not prepared f o r stimulus i . The subject may be prepared f o r more than one stimulus at t r i a l n, or even not be prepared for any* However, i f the subject i s prepared f o r the stimulus presented, his ET i s not exactly determined. The HT has a d i s t r i b u t i o n function K(t) i f the subject i s prepared f o r the stimulus that i s presented, and K(t) otherwise, with E(tJK) < E(tJK) 16 Falmagne and Theois* Model Falmagne and Theois (1968) proposed a f i v e stage additive model f o r s e r i a l CRT tasks i n which the basic assumption of a "state of preparation" similar to that of Falmagne (1965) was made. They assumed that when a stimulus i s presented the template corresponding to that stimulus, templates corresponding to a l l possible s t i m u l i being created and stored e a r l i e r , can be i n a se l e c t i v e attention (SA) state, immediate memory (IM) state, or in a long term memory (LTM) state. They suggested a t o t a l response time (t) as: t = + t2 • + t3 • • t4 + t5 where t j equals stimulus perception time and creation of the in t e r n a l representation (IR) t£ equals time to check i f IR matches the single template i n SA t 3 equals time to check i f IR matches any template i n IH t 4 equals time to check i f IR matches any template i n LTM t 5 equals response coordination and i n i t i a t i o n time period If a match occurs i n step 2 (correct response i s in SA) then stages 3 and 4 are skipped. If a match occurs i n step 3 (correct response template i s i n IM) then stage 4 i s skipped. Since each step requires f i n i t e time, i t follows that RT to a stimulus A which has response A i n SA i s fa s t e s t , whereas RT to a stimulus which does not have response A i n either SA or IM i s slowest. Falmagne and Theois propose that the probability of a template 17 being i n any one of the t h r e e s t a t e s i s governed by a f i r s t o rder MarJcov process dependent upon the immediately preceding s t i m u l i presented- The average CfiT i s the weighted sum (weighted by the p r o b a b i l i t y of a s t i m u l u s being presented) of the three d i s t r i b u t i o n s of time where: 5 + t 4 5 t = t + t + t a 1 2 5 t = t t + t + b 1 2 3 t = t + t + t + c 1 2 3 and K(t ) i s the d i s t r i b u t i o n of ST's (t ) i f the r e q u i r e d a a response program i s i n SA, K (t ) i s the d i s t r i b u t i o n of HT* s (t ) i f the r e q u i r e d b b response program i s i n IM, and K(t ) i s the d i s t r i b u t i o n of HT's (t ) i f the r e q u i r e d c c response program i s n e i t h e r i n SA nor IH where: E(K(t )) < E ( K ( t ))< E (K (t )) . a b c Now, s i n c e E(ST) i s a weighted f u n c t i o n of the K ( t l g ) , average response time should be f a s t e s t i f the c o r r e c t response i s i n SA most of the time. Schutz•s Hodel Schutz (1972) proposed a t h e o r e t i c a l d e d u c t i v e model which d e a l s p r i m a r i l y with the o r g a n i z a t i o n and r e t r i e v a l from memory of the responses. Although Schutz. s t a t e s t h a t "the theory 18 proposed here i s not an adaption of any one p a r t i c u l a r e x i s t i n g theory, but rather i s a combination of relevant ideas from many theories i n conjunction with deductions from empirical findings", a profound influence of Falmagne (1965) and Falmagne and Theois (1968) can be noted- Schutz considers his model i n terms of organization, the memory storage area and, the memory search processes and response r e t r i e v a l . Orqanization of a Response Program The theory proposed i s a response-oriented one, as shown by Schutz's assumption that most of the v a r i a b i l i t y i n response latency can be accounted for by the r e t r i e v a l and organization of the memory engram. This assumption was not t o t a l l y supported, and i n Revision One Schutz suggests that the word "most" in the phrase above should be changed to "a considerable portion". The basic assumption of the theory i s "there are a number of stages involved i n . information processing and response organization i n a CRT task and that these stages act independently of each other with a t o t a l CRT being the summation of the time f o r each seperate stage". This i s the same as the basic assumption of Falmagne and Theois (1968). Memory Storage areas Schutz proposed that the search and r e t r i e v a l process examines up to three memory storage areas. The f i r s t one i s termed se l e c t i v e attention (SA) which has a capacity of on engram, either an event very recently experienced, or a response expected to be c a l l e d upon i n the 19 i immediate f u t u r e . Schutz o r i g i n a l l y assumed t h a t SA i s non empty on every t r i a l , but i n R e v i s i o n One hypothesized t h a t i t need not be non-empty. A second area of s t o r a g e , e a s i l y a c c e s s i b l e but of l i m i t e d c a p a c i t y (somewhere between f i v e and ten programs, the exact number probably being a f u n c t i o n of the l e n g t h of the programs) i s termed primary memory (PH). The t h i r d p o s s i b l e storage p l a c e , secondary memory (SH), i s conceived of as a memory bank i n which there are s t o r e d developed programs. Secondary memory was not examined by Schutz and w i l l not be d i s c u s s e d f u r t h e r (see Norman, 1969, f o r a more d e t a i l e d account of the memory s t o r e s ) . Hemory Search Process The memory search process f o r a s p e c i f i c program i n PM i s assumed to be a s e r i a l exhaustive search (as suggested by Sternberg, 1966). The need f o r t h i s assumption i s not c l e a r , however, and was not e x p e r i m e n t a l l y t e s t e d . The search of SH was conceived of as being something other than a s e r i a l e xhaustive s e a r c h , but t h i s was not of concern, to t h i s . s t u d y which d e a l t only with SA and IH. Response R e t r i e v a l i n a CRT Task In a CRT, task the i n f o r m a t i o n p r o c e s s i n g and. response r e t r i e v a l mechanisms are assumed to be modelled as i n F i g u r e 1. The time r e q u i r e d to perform the steps shown i n F i g u r e 1 can be represented as CRT = \-* \ + fc3 * \ * *5 20 The model i s s i m i l a r to that proposed by Falmagne and Theois (1968) with each stage taking a f i n i t e amount of time and the summation of the time taken f o r each stage i s the CRT. The time taken to perceive the s t i m u l u s , t^ , i s considered to be a constant f o r any given s u b j e c t . Search times t .,and t ^ a t e the stimulus c a t e g o r i z a t i o n stage (t 2 ) where the s t i m u l i i s c l a s s i f i e d i n t o one of the p o s s i b l e s t i m u l i , and the response s e l e c t i o n stage ( t 3 ) , which p a i r s the appropriate RP to the given s t i m u l u s . The reading out of the required response program i s represented as t ^ , and the time from the re l e a s e of the program u n t i l movement i s i n i t i a t e d i s represented by t 5 . Much of the experimental evidence i n CRT s t u d i e s suggests i t i s the response search and release mechanisms which account f o r d i f f e r e n c e s i n RT's under d i f f e r e n t c o n d i t i o n s . The memory search process always examines the contents of SA f i r s t . I f the required response program (RP) i s not the one stored i n SA, the process then conducts an exhaustive search through PH and, f a i l i n g t o l o c a t e the des i r e d RP, i t then begins a s e l e c t i v e search through p a r t s of SH. Schutz postulated that a response B w i l l be i n SA with p r o b a b i l i t y P and PH with p r o b a b i l i t y 1-P ( t h i s i s tru e only when the responses are frequent and few enough to a l l be r e t a i n e d i n PH). The v a r i a b l e s governing the p r o b a b i l i t y of a response being i n SA are the p r o b a b i l i t y of the st i m u l u s , P(a), s e q u e n t i a l e f f e c t s of the pre s e n t a t i o n of s t i m u l i , and the degree of task complexity. Also inherent i n Schutz's assumptions, but not experimentally t e s t e d , i s the Stimulus Stimulus Perception Stimulus Categori-zation Response Selection Response Search and Release Response Action Response t l c2 3^ tk C5 FIGURE 1 Schutz's Model of Information Processing and Response Retrieval Mechanisms in a CRT Task. 22 e f f e c t of the ITI- A review of s e l e c t i v e studies on the sequential e f f e c t s (repetition e f f e c t ) , p r obability of the stimulus, and ITI follows. See Ryan, 1971 f o r a review of other experimental variables a f f e c t i n g CRT. Repetition Effects Bertelson (1961, 1963) demonstrated that in a s e r i a l self-paced choice reaction task, reaction times (ST) to repeated signals, that i s to a signal i d e n t i c a l to the immediately preceding one, are shorter that RT*s to non-repeated signals, provided that the time-lag separating the onset of each s i g n a l from the end of the previous response i s short. He termed t h i s the r e p e t i t i o n e f f e c t (BE) . Others to support t h i s finding i n a two choice self-paced condition were Williams (1966), Hale (1967, 1969), Smith (1968b), Schvaneveldt and Chase (1969), Kornblum (1969), and Kirby (1972). In contrast to the r e s u l t s from s e r i a l RT tasks, experiments using a discrete two choice BT paradigm s p e c i f i c a l l y found "negative recency" or alternation e f f e c t (AE) (e.g. Hyman, 1953; Williams, 1966; Moss, et a l . , 1967; Remington, 1970) . Attempts to explain the r e p e t i t i o n e f f e c t by Bertelson (1963) and alternation e f f e c t by Williams (1966) have both assumed that they are primarily due only to the immediately preceding event- However, Bemington (1969) has shown that, for the r e p e t i t i o n e f f e c t at l e a s t , events two, three, and four back i n the s e r i e s can also contribute to the difference 23 between r e p e t i t i o n s and alternations. The major d i s t i n c t i o n between those finding RE and those finding AE i n CRT studies i s i n t e r - t r i a l i n t e r v a l . I n t e r - t r i a l Interval Bertelson (1961) i n his i n i t i a l finding of the BE stated i t to be found when the time from the l a s t response to the presentation of the next stimulus was short. Thus, there i s a d i s t i n c t i o n between a s e r i a l self-paced task (ITI < 500 msec.) where there are reported RE; and discrete tasks, where there are reported AE»s. Schutz*s Model and ITI Schutz accounts for the empirical finding that CRT's are shorter f o r repeated S-R pairs than for changed S-R pairs i n self-paced s e r i a l CRT tasks by the following t h e o r e t i c a l explanation: In a self-paced s e r i a l CRT task the stimulus f o r t r i a l n+1. occurs so quickly a f t e r the response made on t r i a l n, that a subject rarely prepares himself f o r any p a r t i c u l a r stimulus or response. ... i t i s possible that when a response i s found, whether i t i s i n SA, PM, or SM, i t must be put i n SA before i t can be discharged. I t could also be hypothesized that immediately following the e l i c i t a t i o n of a response, the BP i s put into SA so i t i s available for comparison with various v i s u a l and kinesthetic feedback messages. In • either case, the RP of the immediately preceding response i s i n SA for a short i n t e r v a l of time following the discharge of that response. Bita very short ISI (ITI) the RP i s s t i l l i n SA on presentation of the next stimulus, and, i f i t i s a 24 repeated S-R p a i r , the correct BP w i l l be in SA, thus resu l t i n g i n a shorter search time. Schutz accounts for the empirical findings that CBT's are longer f o r repeated S-R pairs than for changed S-R pairs i n a discrete task, with the following t h e o r e t i c a l explanation: In a discrete CRT task the subject has s u f f i c i e n t time between t r i a l s to prepare himself f o r the next S-R pair. Although the pr o b a b i l i t y of occurrence of any stimulus i s independent of the previous one, i t i s theorized that the subjective p r o b a b i l i t i e s formulated by the subject do not exh i b i t t h i s independence. (This was found to be the case by Jarvick, 1951, who demonstrated the well known 'gamblers f a l l a c y * ) . 1 I f response A i s required on t r i a l n the subject assumes that the probability of B being required on t r i a l n+1 i s higher than i t would be i f B had been required on t r i a l n. Therefore, given equal average p r o b a b i l i t i e s of response requirements, a subject w i l l , on the average, be more l i k e l y to put i n t o SA that BP not retrieved on the previous t r i a l . Stimulus and Response Probabi l i t y I t has been well established that i n a CBT task with compatible S-R pairs of equal complexity, RT i s inversely related to stimulus-response occurrence (e.g. Bertelson, 1961; Krinchick, 1963; Bertelson and Barzeele, 1965; Kornblum, 1967; Hannes, Sattin and Subin, 1968;'Laming, 1969; Sanders, 1970; Omilta, et a l . , 1972; Geller, Whitman, and Post, 1973). However, i t i s not clear whether the stimulus probability or response i Phrase i n parenthesis i s my own 25 probability i s the determinant of t h i s e f f e c t . Some researchers suggest that response freguency i s the major determinant (e.g. Schlesinger, 1964, LaBerge and Tweedy, 1964; Bertelson, 1965; Bertelson and Tisseyre, 1966; Biederman and Zachery, 1970; Hawkins and Hosking, 1969; Blackman, 1972), whereas Barber and Folkard (1972) showed both stimulus probability and response probability a f f e c t CRT independently. However, as P (s) equals P(r) i n t h i s study the above i s not of paramount importance. Correct prediction of the S-R pair i s used by some (Hale, 1967; Keele, 1969) to account for the e f f e c t of pr o b a b i l i t y while others (Geller and P i t z , 1970; Ge l l e r , et a l . , 1971) suggest pro b a b i l i t y of the S-R pair has an e f f e c t independent of that of correct predictions. As Ge l l e r , whitman and Post (1972) point out, the amount of probability information given Ss i n a choice RT task has probably never been considered to be an important determinant of response latency. In fact some investigators did not .report whether or not they informed Ss of the frequency imbalance (e.g. LaBerge and Tweedy, 1964; Kanarick, 1966; Hawkins and F r i e d i n , 1972). Schutz*s Hodel and Response Probability Schutz's model accounts for the e f f e c t s of S-R probability by means of the response p r o b a b i l i t y . In f a c t his basic assumption that a considerable part of the v a r i a b i l i t y in response latency can be accounted for by the r e t r i e v a l and 26 organization of memory response engrams. Schutz accounts for the empirical finding that CRT increases with a decrease i n the probability of occurrence of a S-R pair, with the following t h e o r e t i c a l explanation: The greater the probability of a response, the greater the l i k e l i h o o d of the required RP being i n SA and consequently the shorter the search time. . Summary In summary the l i t e r a t u r e reviewed supports the following i n respect to RE i n CRT studies: 1. In a discrete CRT task there i s a negative r e p e t i t i o n e f f e c t . 2. In a s e r i a l CRT task there i s a r e p e t i t i o n e f f e c t . , 3. RT i s inversely related to stimulus-response occurrence. A l l of the above are accounted f o r by Schutz's model, which leads to the t h e o r e t i c a l account of the hypotheses of t h i s study. . 27 Theoretical Rationale for Hypotheses The three hypotheses, as stated i n Chapter I, are l o g i c a l deductions, based on the assumptions of Schutz. The rationale f o r each hypothesis i s as follows: Hypothesis 1_ states that i n the s e r i a l self-paced task there i s a r e p e t i t i o n e f f e c t (which asymptotes a f t e r one r e p e t i t i o n ) , while i n the discrete task there i s a negative r e p e t i t i o n e f f e c t (which does not asypmtote at one r e p e t i t i o n ) . The model accounts for the RE i n a s e r i a l self-paced task by hypothesizing that the previous response i s i n SA f o r a short i n t e r v a l of time following the discharge of the response. Thus the search time i s at a minimum. A sequence of repeated events should therefor a l l have RTs form the same d i s t r i b u t i o n . The negative r e p e t i t i o n e f f e c t (AE) i n the discrete CRT task i s explained by the subject, who, on the average, in preparing f o r the next stimulus, i s more l i k e l y to put int o SA that RP not retrieved on the previous t r i a l . Thus some of the RTs are from the d i s t r i b u t i o n of RTs prepared f o r , and some from the d i s t r i b u t i o n of RTs not prepared for . , A f t e r a single r e p e t i t i o n the subject i s probably more l i k e l y to prepare for the alternate e f f e c t , thus i n responding to a second r e p e t i t i o n even more of the times are drawn from the slower, unprepared for d i s t r i b u t i o n of times from PH. Consequently there i s no asymptote at one r e p e t i t i o n . 28 Hypothesis 2 states that the probability of occurrence has no e f f e c t i n the s e r i a l self-paced task-Since the previous engram i s already i n SA, HT should be at a minimum, and changing the p r o b a b i l i t y of the S-B pair should have no e f f e c t . Hypothesis 3 states that the low pro b a b i l i t y of occurrence i n the discrete case r e s u l t s i n the longest BL, while the high probability r e s u l t s i n the shortest RL. This hypothesis i s explained by the "state of preparation" of the subject, the greater the l i k e l i h o o d of the required BP being i n SA and consequently the shorter the search time. 29 CHAPTER I I I METHODS AND PROCEDURES Subjects Sixteen subjects completed 480 RT's under each of four experimental conditions. Due to technical d i f f i c u l t i e s with the apparatus, which i s discussed further below, two subjects were unable to complete the experimental condition on the fourth day. There were ten female and s i x male subjects, a l l students or s t a f f at the University of B r i t i s h Columbia. Subjects ranged from eighteen to thirty-two years of age, with a mean age of 22.5 years. A l l subjects were right-handed. Each subject was to complete the four experimental condition on four consecutive days, each person coming i n at approximately the same time during the day. Two subjects were unable to come i n on the fourth test day, and were consequently tested twice at two d i f f e r e n t sessions on the t h i r d day. On the fourth day, due to equipment f a i l u r e , no datum was obtained on three subjects, these subjects were subsequently tested after a lapse of three days. I n s u f f i c i e n t data on two of these three subjects was obtained, thus two of the o r i g i n a l sixteen subjects were eliminated from the analysis. 30 Apparatus The apparatus used i n th i s experiment was a reaction time console which consisted of an operator's console, and the subjects's console. Subject*s Console. The console consisted of a 31 cm. box, with stimulus l i g h t s , (called stimulus a or b), 6.3 volts, 0,15 amps each, and two response keys (A and B), placed approximately 6 cm. below the corresponding l i g h t , Besponse keys had to be depressed approximately 1,5 mm,, reguiring a movement time of approximately 44 msec- to contact the switch and stop the clock. On the side of the console a toggle switch allowed the experimenter to control ITI. In the up position (discrete task), the ITI was approximately 1837 msec, at the l e f t l i g h t and approximately 1436 msec, at the r i g h t l i g h t . While i n the down position ( s e r i a l self-paced" task), the ITI was approximately 393 msec* at the l e f t l i g h t and 377 msec, at the right l i g h t - A l l differences i n ITI between the stimulus a and b were attr i b u t a b l e to the inexactness of the capacitors, since the c i r c u i t s were i d e n t i c a l for both the right and l e f t l i g h t . A white noise generator presented noise to the subject v i a earphones to mask extraneous noise. The subject's console was separated from the experimenter*s console by approximately four feet, with a curtain between the two-31 Experimenter * s Console- The experimenter's console consisted of a programmer, a reaction time interface and a d i g i t a l printer. The programmer, (manufactured by Ralph Gebrands Company, U.. S. A., model PPR-1) was designed to close the c i r c u i t s so that either l i g h t a or l i g h t b came on i n a preprogrammed sequence. The devise operated by means of a t r i g g e r , which, when a 8 mm. f i l m was read through the the trigger, would open one switch i f there was no hole i n the f i l m at that point, or open the other i f there was a hole i n the f i l m . The f i l m advanced approximately 2 mm. each time the contacts were closed, so that a sequence of t r i a l s could be b u i l t into the f i l m . Four f i l m s t r i p s were constructed, two ( s t r i p 1 and 2) to r e s u l t i n equal number of l e f t and ri g h t S-R pairs, s t r i p 3 was constructed to resu l t i n twice as many S-R pairs on the l e f t and s t r i p 4 was constructed to r e s u l t i n twice as many S-R pairs on the rig h t . The Reaction Time Interface, (manufactured by Canadian Dynamics Instrument D i v i s i o n ) , and the D i g i t a l P r i n t e r , manufactured by Dnited Systems Corporation were wired so as to time i n milliseconds the onset of the stimulus l i g h t on the subject's console t i l l the depression of the response key. The device was wired so that the time from the a-A S-R pair was printed on channel one and the time from the b-b pair was printed on channel two, except that each ST f o r time n was printed on the channel that the RT f o r time n-^ 1 belonged. The system did not allow for checks i f the inappropriate response key was depressed, ( i . e . response B to stimulus a, or response A to stimulus b ), but gave a double 32 printout i f the response key was depressed before the stimulus l i g h t went on. Response task Subjects were seated i n front of the apparatus. One of the f i l m s t r i p s , predetermined by the condition the subject was serving i n , was mounted in the f i l m reader and the eguipment readied. The i n s t r u c t i o n s as appear i n appendix B were then read. The subject, informed of the condition, he was serving i n that day, then assumed the ready position by placing his index finger of both the r i g h t and l e f t hand on the corresponding response key. The white noise was then turned on and directions ready, s t a r t , audible over the noise, were given. The subject was asked to respond to the s t i m u l i as guickly as possible by depressing the corresponding response key. In the s e r i a l self-paced task the stimulus l i g h t came on approximately 380 msec, afte r the response to the previous stimulus, while i n the discrete task there was an ITI of approximately 1600 msec. Five blocks of 96 S-R sets were presented, with a 30 sec. rest betseen blocks. The average time taken for each condition was 12 minutes for the s e r i a l self-paced task, and 23 minutes f o r the discrete task. 33 F i r s t day sessions were preceded by a practice session of 50 t r i a l s i n the corresponding condition, while on subsequent days only 20 t r i a l s were u t i l i z e d as a practice session. The sequence of s t i m u l i presentation f o r each of the 5 blocks of 96 t r i a l s were predetermined and unknown to the subjects, however the subjects were to l d the pre-set p r o b a b i l i t i e s of each stimulus l i g h t coming on. Due to the functioning of the programmer, t r i a l s were s l i g h t l y d i f f e r e n t , for each subject, and were unknown to the experimenter u n t i l the paper tape of times was produced., The expected number and actual number of experimental variables i s shown i n Table I. Experimental Conditions Four experimental conditions were tested which gave r i s e to 24 measures of the dependent variable for each subject.,In each condition there were two s t i m u l i (a or b) and an associated response (A or B) to each. For eight of the subjects, chosen randomly, stimulus a was associated with the l e f t key, and stimulus b with the r i g h t key, for the remaining eight subjects t h i s procedure was reversed. The four conditions were assigned to four columns (days) of a Latin Square, repeated four times, thus the conditions were l a t i n i z e d over days, the s p e c i f i c ordering of conditions being as given i n Table II> Appendix B. Subjects were assigned randomly to one of four rows of the Latin Square, with the constraint that only four people could be T A B L E I Expected and Actual Number of Valid S-E Pairs Within Each Block of 480 T r i a l s . Prob AL EE DEE HOfiE TOTAL expected • 3 3 107 36 11 5 159 ctu a l ITI .33 94.9 37. 1 10. 2 6.8 146,9 ctu a l ITI .33 90.7 28. 6 11- 5 4.8 144.8 ercent of expected 86.7% 91. 2% 98. 6% 116.0% 91.7% expected .50 120 60 30 30 240 ctu a l ITI .50 92.9 53. 1 24. 1 14.7 185.4 ctu a l ITI .50 84.2 49. 5 23. 3 13.1 170.0 ercent of expected 72-8% 85. 5% 80. 0% 46.3% 74.0% expected .67 107 70 47 95 319 ctual ITI .67 87.5 49. 6 29. 4 40.1 206.6 ctual ITI .67 92.2 51. 3 30. 1 37.9 211.5 ercent of expected 83. 9% 72. • o x 63. 3% 41. 1% 65. 5% 34 assigned to any one row. The conditions were: Condition one: 480 t r i a l s at short ITI, P (a) =- 33, P(b)=-67 Condition two: 480 t r i a l s at short ITI, P(a)=.5, P(b)=.5 Condition three: 480 t r i a l s at long ITI, P(a)=.33, P(b)=.67 Condition four: 480 t r i a l s at long ITI, P(a)=-5, P(b)=.5 Within each of the four conditions, S-R pairs were separated i n t o e i t h e r alternations (AE)i repetitions (RE), double r e p e t i t i o n s (ORE), more than a double r e p e t i t i o n , or error. The l a s t two were discarded i n the analysis. Median reaction time of each subject (S) i n each c e l l was used as the dependent variable. Each condition then gave r i s e to six measures of the dependent variable f o r each subject. That i s , median reaction time for both a-A and b-B f o r AE, RE, and ORE. Since in conditions 2 and 4 P (a) ,= P(b) = .5 the mean of the medians for a-A and b-B within the condition was used as the measure of the dependent variable, thereby reducing the number of dependent variables by 6- Thus the dependent variable was based on 960 t r i a l s i n Condition 2 and 4, rather than 480 t r i a l s as i n Conditions 1 and 3. 35 Experimental Design c The experimental design gives r i s e to six measures of the dependent variable i n each condition. The s i x leve l s of the dependent variable are: (1) alternation from A to B; (2) single r e p e t i t i o n of A; (3) double r e p e t i t i o n of A; (U) alternation from B to A; (5) single r e p e t i t i o n from B; (6) double r e p e t i t i o n of B. In conditions 1 and 3 stimulus a had P (a) = .33 while stimulus b had P(b) ••= -67; whereas i n Conditions 2 and H P{a) = P (b) = .5- Thus i n the analysis of the data, the experimental design can be treated as a 2 x 3 x 3 f a c t o r i a l with repeated measures on a l l three factors. The factors and l e v e l s are then i n t e r - t r i a l i n t e r v a l (ITI) with two l e v e l s , probability (P) with three l e v e l s , and response (R) with 3 l e v e l s . The s t a t i s t i c a l design i s diagrammed in Figure 2- A 3-way analysis of variance with repeated measures on a l l three factors was performed. Post hoc comparisons u t i l i z i n g orthogonal polynomials followed a s i g n i f i c a n t F. In addition the following preplanned comparisons were made to test the s p e c i f i c hypothesis. Test of Hypothesis 1 Hypothesis one states that i n the s e r i a l task there i s a re p e t i t i o n e f f e c t (asymptoting aft e r one r e p e t i t i o n ) , while on the discrete task there i s a negative r e p e t i t i o n e f f e c t . This would be indicated by a s i g n i f i c a n t i n t e r - t r i a l i n t e r v a l (ITI) by condition (R) i n t e r a c t i o n . Serial Task Discrete Task .67 .5 ,33 .67 .33 I i AE RE DRE AE RE DRE AE RE DRE AE RE DRE AE RE DRE AE RE DRE FIGURE 2: Schematic Representation of Experimental Design 37 Test of Hypothesis 2 Hypothesis 2 states that probability of occurrence of the S-R pair has no e f f e c t in the s e r i a l self-paced task. This would be tested by pre-planned orthogonal contrasts following a s i g n i f i c a n t P e f f e c t . The s p e c i f i c weighting c o e f f i c i e n t s f o r the pre-planned test among probability means are: S e r i a l Task P.67 P .50 P.33 (1) 1 0 -1 (2) 1 -2 1 The p a r t i c u l a r weighting c o e f f i c i e n t s chosen are those for trend, used to determine i f a l i n e a r or guadratic trend e x i s t s . This i s due to the fact that i f there i s an e f f e c t of probability i t would most l i k e l y be a l i n e a r trend, thus these weighting c o e f f i c i e n t s should allow for the most power i n the s t a t i s t i c a l t e s t . Non re j e c t i o n of the n u l l hypothesis would lend support for the retention of Hypothesis 2-38 Test of Hypothesis 3 Hypothesis 3 states that probability of occurrence of the S-R pair has an e f f e c t i n the discrete task, s p e c i f i c a l l y that the low , probability results in the longest RL, while the high probability r e s u l t s i n the shortest RL. This would be tested by a trend analysis on probability within the discrete task, using the following orthogonal weighting c o e f f i c i e n t s : Discrete Task p.67 p.50 P. 33 (1) 1 0 1 (2) 1 -2 1 General Test of Hypothesis 2 and 3 To further examine the e f f e c t s of probability on RT, the ITI x P (linear) was - u t i l i z e d , although t h i s contrast was not orthogonal to the s p e c i f i c tests conducted for Hypothesis 2 and 3, i t was thought useful i n explaining the predicted e f f e c t s . That i s , the l i n e a r e f f e c t of probability in the discrete task should be greater than the l i n e a r component of p r o b a b i l i t y i n the s e r i a l task. 39 Data analysis Upon succesful completion of data c o l l e c t i o n , the times from the paper tape were coded on to FORTRAN coding sheets, with times from channel 1 being recorded as p o s i t i v e times, times from channel 2 recorded as the actual times x - 1 , and inappropriate or error times were recorded as 999. This was done in order that the computer program would recognize which channel the time came from. A computer program, BEADATA, was written (see Appendix C) to read the data and separate i t into the eight e f f e c t s for each subject. That i s , each subjects' data was rewritten subject by subject i n f i e l d s on the computer output as follows: f i e l d 1 a l t e r n a t i o n from l e f t to r i g h t f i e l d 2 alternation from right to l e f t f i e l d 3 a single r e p e t i t i o n of the r i g h t l i g h t f i e l d a a sing l e r e p e t i t i o n of the l e f t l i g h t f i e l d 5 a double r e p e t i t i o n of the r i g h t l i g h t f i e l d 6 a double r e p e t i t i o n of the l e f t l i g h t f i e l d 7 more than a double r e p e t i t i o n of the r i g h t l i g h t f i e l d 8 more than a double r e p e t i t i o n of the l e f t l i g h t Each subjects' set of data from the output of BEADATA, was then analyzed by means of the UCLA BIOMEDICAL PROGSAHME BMD P2D, a descriptive s t a t i s t i c s package, to give the frequency, median and other measures. The median of each of the f i r s t 6 e f f e c t s above gave the measures of the dependent variable f o r each 40 subject i n each of the four experimental conditions, A computer programme FBEQCOUNT (see Appendix C) was used to count the number of v a l i d times for each subject within each t r i a l - Osing the median of each subjects t r i a l s , i n each condition, 24 measures of the dependent variable (HT) were obtained for each subject. This data was then tabled (Subjects (n=14) by e f f e c t within condition (6 x 4)). However, since i n conditions 2 and 4, P (a) = P (b) = -5, the mean of the median for each of the AE, BE, and DEE conditions was taken for both P (a) and P(b), using the computer program MEANHED (see Appendix C)» Thus the number of measures of the dependent variable was reduced to 18 per subject- Two of the subjects* data was eliminated from the analysis due to too many missing values- Thus the o r i g i n a l data of 480 t r i a l s by 4 days by 16 subjects was reduced to 18 measures of the dependent variable by 14 subjects for the s t a t i s t i c a l a nalysis. The computer programme BED P2V, was used to give a repeated measures analysis of variance with an orthogonal breakdown of each source of variation to test f or trend. Error Malfunctions of the testing apparatus necessitates a section be devoted to considerations which might have contributed to experimental error. 41 Film S t r i p Error. The equipment was designed to present a prior determined p r o b a b i l i s t i c sequence of two choice S-H t r i a l s . However, because of the design of the apparatus, the sequence of t r i a l s varied s l i g h t l y from condition to condition. That i s , the same fi l m s t r i p used to programme a ser i e s of S-H t r i a l s , resulted in s l i g h t l y d i f f e r e n t s e r i e s , each time i t was used. This was due to the f a c t that i t was impractical to attempt to s t a r t the series at exactly the same position on the f i l m s t r i p , and also the f a c t that the f i l m reader didn*t advance exactly the same amount each time. Thus, fil m s t r i p 1 and 2, which should have resulted i n exactly a 50:50 proportion of stimulus l i g h t a to b, i n some cases was i n a 46:54 proportion. Furthermore, i t was impossible to generate the f i l m s t r i p as intended, matching a psuedo base random generation, but rather the f i l m s t r i p was made on a t r i a l and error basis. That i s , holes were punched i n the f i l m s t r i p at random and the s t r i p was adjusted and rechecked. This procedure was continued u n t i l the desired proportion of each stimulus resulted. In the actual experiment, the sequence could not be determined u n t i l the printer tape with the times l i s t e d was examined. Even t h i s proved to be unsatisfactory, due to printer errors. 42 Printer Errors. The c i r c u i t was wired to print the reaction time from the l e f t side S-R pair on channel 1 and the RT from the r i g h t side S-R pair on channel 2. However, there was a b u i l t - i n l ag which resulted i n t r i a l n being recorded on the channel t r i a l n-1 belonged. Thus i n order to know to which experimental condition t r i a l n belonged, i t was necessary to go back u n t i l the previous alte r n a t i o n . The k t r i a l s u n t i l the f i r s t a l ternation therefore, provided no information* Due to the number of printer errors, the actual number of presentations of each stimulus l i g h t was impossible to determine, since i t was not recorded during the actual experiment. I t was assumed, and there were no reasons to suggest otherwise, that the printer errors occurred randomly. Thus, while they resulted i n a d i f f e r e n t number of t r i a l s per person i n the c a l c u l a t i o n of the dependent variable i n each experimental^ condition, the median of the v a l i d responses i s s t i l l considered to be the best estimate of true RT. The resultant effect should at most be an increase i n v a r i a b i l i t y of the random variable (subjects, subject's by experimental conditions), thereby reducing the power of the s t a t i s t i c a l tests applied. 43 CHAPTER IV RESULTS AND DISCUSSION Results The r e s u l t s of the descriptive analysis f o r each subject's session (obtained from BHD: P2D) are given i n Table I I , Appendix B. Table I below shows the expected number and actual number of v a l i d measures obtained i n each experimental session- The expected numbers were obtained by a Monte Carlo simulation, by means of the computer programmes SIM (see Appendix C) and UBC SIHCORT. The mean error rate calculated as the mean number of i n v a l i d responses per t r i a l i s 26.335, considerably higher than reported i n the l i t e r a t u r e (Remington, 1973). This i s attributed to equipment malfunctions (as previously discussed) as well as due to errors made by the subjects (Ss). A table of means within each c e l l , collapsed over Ss, i s given i n Table II below. Table I l a gives the means within the s e r i a l task. Table l i b gives means within the discrete task, and Table IV the means collapsed over ITI. The means are i l l u s t r a t e d i n Figure 3, collapsed over Ss, and R (to i l l u s t r a t e the main e f f e c t of P and the ITI x P interaction) and i n Figure 4 collapsed over Ss and P (to i l l u s t r a t e main e f f e c t s of R and ITI TABLE IIA Table of Means for ITI — P P P P Condition 1 357. 1 354. ,6 373. 7 • 361. ,8 Condition 2 347. 3 333. 4 369.0 350. ,0 Condition 3 333. 3 329. .9 364. ,4 342. ,6 Cond 345. 9 339- 3 369. 0 351. ,4 TABLE IIB Table of Means for ITI P P P P Condition 1 332. 0 355. 0 358- 1 34 8. 4 Condition 2 335. 9 347. 8 353. 9 345. 9 Condition 3 327. 6 338. 4 349.5 33 8. 5 Cond 331. 8 347. 1 353.9 344. 3 TABLE IIC Table of Means Collapsed over ITI P Condition 1 344.6 Condition 2 341.6 Condition 3 330.5 Cond 338.9 P P P 354.8 365-9 355-1 340-6 361.5 347.9 334.2 356.9 340.5 343.2 361.5 347.8 F I G U R E 3 45 F I G U R E 4 46 47 X R i n t e r a c t i o n ) . The three conditions are, an alternation (AE), a r e p e t i t i o n (RE), and double r e p e t i t i o n (DRE) . The dependent variable (RT) was analyzed using analysis of variance i n a 2 x 3 x 3 (ITI x P x R) repeated measures on a l l factors design (Keppel, 1973; 460). The r e s u l t s are presented in Table III below. The analysis of variance shows only the main e f f e c t s of pro b a b i l i t y (P) (F = 4.86, p<.05) and condition 2,26 (R) (F =8.65,- p<.01) as being s i g n i f i c a n t . Most of the 2,26 variance in the probability main ef f e c t was accounted for by the l i n e a r trend of RT over pr o b a b i l i t y . Test of Hypothesis ± The non-significant ITI x R (F =1.39, 2,26 p>.2) inte r a c t i o n gave no support for Hypothesis 1, which predicted an. vinteracting e f f e c t . Test of Hypothesis 2 the s t a t i s t i c a l test applied to Hypothesis 2 was a trend analysis of the means (over conditions) of each probability within the s e r i a l task (see Table IV below). The lin e a r component (F =4.43, p<.05) was s i g n i f i c a n t while the 1,26 quadratic trend f a i l e d to reach si g n i f i c a n c e , if <1). Thus no • - 1,26 support of Hypothesis 2 was shown, rather a s i g n i f i c a n t l i n e a r trend of increasing RT with decreasing probability i n the s e r i a l task. TABLE III A 2X3X3 REPEATED MEASURES ANALYSIS OF VARIANCE SOURCE OF VARIATION DF MEAN SQUARE F P. SUBJECTS (S) 13 18674- 13 INTER-TRIAL INTERVAL (ITI) 1 3228.59 1-02 >.05 S X ITI 13 3173.21 PROBABILITY (P) 2 12062-90 4-86 <.05 S X P 26 2481.07 CONDITION (B) 2 4441.63 8-66 <-001 S X B 26 512.92 ITI X P 2 3524.37 2.15 >.05 S X ITI X P ,26 1637.02 ITI X B 2 613.07 1.39 >.05 S X ITI X B 26 440.61 P X B 4 389-51 <1 >.05 S X P X B 52 399.90 ITI X P X R 4 211.82 <1 >.05 S X ITI X P X B 52 482-63 48a TABLE IV SUMMARY OF THE TREND ANALYSIS FOR PROBABILITY IN THE SERIAL TASK OURCE OF VARIATION DF MEAN SQUARE F P P WITHIN ITI LINEAR 1 33767-68 4.43 <-05 ERROR 849-70 P HITHIN ITI QUADRATIC 1 3709-88 <1 >-05 ERROR 4112.44 TABLE V SUMMARY OF THE TREND ANALYSIS FOR PROBABILITY IN THE DISCRETE TASK OURCE OF VARIATION DF MEAN SQUARE F P P WITHIN ITI LINEAR 1 3418.87 4.02 >.05 ERROR 849-70 P WITHIN ITI QUADRATIC 1 ERROR 202-3 4112-44 <1 >.05 49 Test of Hypothesis 3 The test applied to Hypothesis 3 was a trend analysis of the means (over conditions) of each probability i n the discrete task. Both the l i n e a r trend (F = 1,26 3.20, p>.05) and the quadratic trend (F < 1) were 1,26 non-significant (see Table V). Thus no support was offered f o r acceptance of Hypothesis 2. General Test of Hypothesis 2 and 3 The j o i n t e f f e c t s of the second hypothesis were tested by means of the ITI x P in t e r a c t i o n . Non-significance of t h i s i n t e r a c t i o n suggested that at least one of the hypothesis was not supported. The ITI x P i n t e r a c t i o n was non-significant (Fi }26 =2.15, p<.05) and thus supported the previous tests. Discussion Error Sate Inspection of the descriptive analysis suggested no anomalies other than the large number of i n v a l i d times. Inspection of Table I appendix B, seemed to indicate the i n v a l i d times occurred randomly throughout each condition, while from inspection of,the number of scores f o r each condition, for each subject, for each day, (see Table I I I Appendix B) i t can be seen that there were considerably more i n v a l i d scores on the l a s t 50 test day. This i s attributable to the progressive wearing of the relay switches, which became l e s s dependable after continued usage. I t was impossible to d i f f e r e n t i a t e between an inapropriate response (responding with B to stimulus A or visa-versa, or responding prior to stimulus presentation) and equipment malfunction* aence the reported mean error rate of 26.3% i s made up of both errors and equipment malfunctions. The S's error rate i s assumed to be approximately 5%, which i s at the high end of reported error rates i n CRT studies (Remington, 1973). At both P = .5 and P = .67 there were s i g n i f i c a n t l y fewer (44.1% and 69-2% fewer respectively) actual than expected S-R pairs of the more than double r e p e t i t i o n s kind. This could be explained by the f a c t that the f i l m s t r i p was not generated randomly but rather on a t r i a l and error basis, and also to equipment malfunctions. P r o b a b i l i t y The main e f f e c t of P was s i g n i f i c a n t i n the o v e r a l l Analysis of Variance. Inspection of Figure 3 reveals a trend of increasing RT with decreasing pr o b a b i l i t y of occurrence of the S-R pair. This i s i n general agreement with the l i t e r a t u r e (Kornblum, 1967) and not unexpected. 51 The pre-planned orthogonal contrasts to test the s p e c i f i c hypothesis showed s t a t i s t i c a l s i g n i f i c a n c e in the l i n e a r component of the trend of pro b a b i l i t y within the s e r i a l task-Thus Hypothesis 2 i s rejected. Rather, the predicted e f f e c t of pro b a b i l i t y (see Figure 5 below) r e s u l t i n g i n decreasing RT i n the discrete task was evident i n the s e r i a l task. The pre-planned contrasts for trend of pro b a b i l i t y within the discrete task f a i l e d to reach s i g n i f i c a n c e . That i s , there was no s t a t i s t i c a l l y s i g n i f i c a n t trend of RT over probability within the discrete task. Thus no s t a t i s t i c a l support f o r Hypothesis 3 was found. The trend of decreasing RT with increasing p r o b a b i l i t y of occurrence of the S-R pair i s apparent (see Figure 3)-Inspection of Figure 3, plus int e r p r e t a t i o n and speculation on the res u l t s obtained, suggest there i s a trend of increasing RT with decreasing p r o b a b i l i t y of the S-R pair, consistent with the l i t e r a t u r e (Smith, 1968a), however there appears to be no difference in the response strategies of the subjects i n either the discrete or s e r i a l task, with respect to pr o b a b i l i t y of the S-R pair. F I G U R E - 5 HYPOTHESIZED ITI BY P INTERACTION PROBABILITY 53 The trend of increasing RT with decreasing probability suggests either (1) that Schutz's assumption of the previous response engram remaining i n SA for a short time after the response i s e l i c i t e d i s i n v a l i d (or SA does not even play a part i n response r e t r i e v e l ) or (2) that the response engram fades or i s dumped i n the period before the onset of the next stimulus- As noted above, t h i s researcher i s reluctant to accept the f i r s t , due to the f a c t that (1) the short ITI might not have been short enough, as explained above (the fac t that there was no difference between ITI and ITI suggests t h i s ) , and (2) the high i n v a l i d or error rate makes any r e s u l t s speculative. Since the main e f f e c t of ITI was non-significant, and assuming the explanation offered in-. (1). above i s plausible, the trend of decreasing RT with increasing probability i s expected. This trend of decreasing RT with increasing probability i s basic to the "state of preparation" models of Falmagne (1965), Falmagne and Theois (1968), and Schutz (1972), and although not supported empirically, speculation that the s e r i a l task i s i n fac t discrete does lend support to these models. 54 I n t e r - t r i a l Interval The analysis indicates there i s no difference i n RT between the discrete and s e r i a l self-paced tasks. The same trends exhibited i n both tasks could be explained by the fact that the ITI of 380 msec, (limited by the capacity of the prin t e r at 3 lines/sec) was too long, r e s u l t i n g i n both tasks being discrete-Studies reporting the same ef f e c t s as was hypothesized i n th i s investigation i n respect to s e r i a l tasks have been found i n cases where the ITI was 250 msec- or less (Bertelson and Renkin, 1966; Hale, 1967)- Since no precise time has been given for the "state of preparation" to occur, or the amount of time taken f o r the response engram to fade from S&, t h i s author i s reluctant to refute Schutz*s model on the basis of the experimental evidence. Rather, i t i s assumed that the ITIs used did indeed both r e s u l t i n a discrete task-Speculation that the empirical r e s u l t s i n regards to i n t e r - t r i a l i n t e r v a l were v a l i d leads to refut a t i o n of those models which postulate a "state of preparation" since in a s e r i a l task there i s no time for such preparation- Other major theories, such as template matching (TM) models and s t a t i s t i c a l decision models (SDH), don't account for an e f f e c t of ITI and thus dubious support of these models i s offered- (see Smith, 1968a f o r an account of TM and SDM models.) 55 Repetition E f f e c t The main e f f e c t of Condition (R) was s i g n i f i c a n t while the i n t e r a c t i o n of ITI x R was non-significant- Inspection of Figure 4 reveals the trend of a r e p e t i t i o n e f f e c t for both the s e r i a l and discrete tasks- This was not as predicted as Hypothesis 1 predicts a RE f o r s e r i a l tasks, but an SE f o r discrete tasks {see Figure 6 below)- Since i n the main e f f e c t analysis means fo r s e r i a l and discrete tasks are combined, the predicted RE for s e r i a l tasks would be balanced by the predicted negative RE f o r the discrete task. In view of the reported l i t e r a t u r e (Ryan, 1971) on negative REs f o r discrete tasks, and the obvious trends indicated i n Figure 4, further speculative evidence of the subjects response strategies being the same in both tasks i s offered. However, presupposing the s e r i a l task i s actually a discrete task, t h i s trend i s opposite to that predicted by Schutz's model, and i s i n contrast to the reported l i t e r a t u r e . This could be p a r t i a l l y explained by the sequence of t r i a l s not being completely random, whereby there where more repetitions than there should have been based on probability, and that the subject therefore prepared for a r e p e t i t i o n - This explanation i s speculative but i f true, would then f i t i n with the "state of preparation" models. None of the other models reviewed of CRT accounted for a RE i n the discrete task-F I G U R E 6 56 HYPOTHESIZED ITI BY COND INTERACTION AE ' RE DRE CONDITION 57 Alternative Explanations of the Data Neither of the two predicted interacting e f f e c t s of ITI x P or ITI x a were supported- This would l o g i c a l l y lead one to accept the three n u l l hypothesis, u n t i l shown otherwise, that there are no differences among any of the experimental conditions. However, t h i s researcher i s reluctant to accept the experimental findings on a number of counts. F i r s t l y , the high i n v a l i d or error rate casts doubts on any findings. Secondly, the f a c t that the ITI i n the s e r i a l self-paced task was approximately 380 msec, might enable the subject to treat the task as a discrete task. Thirdly, the difference between the high and low p r o b a b i l i t i e s might not have been of a great enough difference. Fourthly, and perhaps most importantly, in a 2-choice RT task, the subjects response strategy might be s i m p l i f i e d . For instance, a binary search operation might take place, where the response engram i s checked, a match would e l i c i t one response program, whereby a no match would e l i c i t the alternate response program. If such was the case there would be too small a difference in search and r e t r i e v a l time to detect a difference between matched and not matched response program search and release times. 58 Theoretical Revisions of Schutz's Model Under the tenuous assumption that the empirical r e s u l t s of t h i s investigation are v a l i d , Schutz's model i s refuted.,Since the basic premiss of t h i s model i s a "state of preparation," whereby the expected RP i s place in SA, and the re s u l t s indicate that stimulus are not s e l e c t i v e l y prepared for, the model i s incompatible with the results- Indeed a two-state stochastic model seems most inappropriate i f there i s only a one-state memory (long term memory storage being neglected)-Alternative Models The r e s u l t s of t h i s investigation do not refute the SDM model or the TM model. However, before support i s offered f o r these models, research must be carried out s p e c i f i c a l l y to test these models. Thus, t h i s investigation s t i l l leaves many questions unanswered in regard to the r e p e t i t i o n e f f e c t i n short term memory r e t r i e v a l . . 59 CHAPTER^ V SUMMARY AMD CONCLUSIONS Summary The main purpose of t h i s study was to investigate the r e p e t i t i o n e f f e c t i n a 2-choice reaction time task i n terms of Schutz's theory of information storage and r e t r i e v a l of a simple motor task. Other problems investigated i n the study were (1) the e f f e c t s of i n t e r - t r i a l i n t e r v a l on the r e p e t i t i o n e f f e c t , (2) the e f f e c t of probability occurrence of a S-R pair on the re p e t i t i o n e f f e c t , and (3) the int e r a c t i n g e f f e c t s of i n t e r - t r i a l i n t e r v a l and pr o b a b i l i t y of occurrence on the re p e t i t i o n e f f e c t . Sixteen (10 female, 6 male) right-handed students and s t a f f of the University of B r i t i s h Columbia were used as subjects. A l l subjects were tested in a l l experimental conditions. The experimental task involved responding as quickly as possible by depressing a key i n response to a stimulus l i g h t . Two i n t e r a t r i a l i n t e r v a l s and three p r o b a b i l i t i e s of occurrence of the S-R pair were used r e s u l t i n g i n s ix experimental conditions. 60 The r e s u l t s were separated into alternations, r e p e t i t i o n s , and double r e p e t i t i o n s . Each »as then analyzed along with the e f f e c t s of pro b a b i l i t y and i n t e r - t r i a l i n t e r v a l . The results of the analysis indicated no s i g n i f i c a n t differences i n any Conclusions Due to the large proportion of i n v a l i d or error responses (26.3%) any conclusions formulated are tenuous at best. However, the investigation suggests the following conclusions: 1. That there i s no rep e t i t i o n e f f e c t (RE) or alternation e f f e c t (AE) i n either a discrete or s e r i a l two-choice RT task. , 2.. That there i s no difference i n the subjects' response strategies i n either a discrete or s e r i a l task. 3. That RT i s inversely related to probability of occurrence i n a two-choice RT task. 4. .  That Schutz's model of motor memory r e t r i e v a l i s not supported, i n that s p e c i f i c r e l a t i o n s h i p s between ITI and p r o b a b i l i t y were not found i n t h i s investigation. 61 Suggestions f o r Further Research Although basic deductions which followed from the assumptions of Schutz's model of motor memory r e t r i e v a l were not supported, i t i s suggested that t h i s experiment be repeated with more r e l i a b l e equipment before any of Schutz's assumptions are rejected- Also, the investigation should be enlarged to account for CRT tasks of more than 2 choices- The variables of p r o b a b i l i t y , and ITI should also be manipulated over a greater range. 62 BIBLIOGRAPHY BARBER, P. J - , and FOLKARD, S. , Reaction time under stimulus uncertainty with response certainty- Journal of Experimental Psychology, 93:138-142, 1972. BERTELSON, P., S-R relationships and reaction times to new versus repeated signals i n a s e r i a l task- Journal of Experimental Psychology, 65: 478-84, 1963-BERTELSON, P., S e r i a l choice reaction time as a function versus signal-and-response r e p e t i t i o n . Nature, 1965. BERTELSON, P., and BARZEELE, J . , Interaction of time uncertainty and r e l a t i v e signal freguency i n determining choice reaction time- Journal of Experimental Psychology, 70: 44 8-51, 1965. BERTELSON,. P., and RENKIN, A., Reaction times to new versus repeated signals i n a s e r i a l task as a function of response-signal time i n t e r v a l . , Acta Psvcholoqica. 25: 132-136, 1966-BERTELSON, P-, and TISSEYRE, F-, Choice reaction time as a function of stimulus versus response r e l a t i v e frequency of occurrence. Nature, 212: 1069-70, 1965-BEIDERMAN, I-, and ZACHARY, R- A., Stimulus versus response probability e f f e c t s i n choice reaction time. Perception and Psychophysics, 7: 189-92, 1970. BLACKMAN, A. R., Stimulus p r o b a b i l i t y and choice reaction time. Perception -and Psychophysics. 12: 146-150, 1972., DILLON, P-J., Stimulus p r o b a b i l i t y and response demand as determinants of conditional disjunctive reaction time* Unpublished Disseratation, McGill University, 1964. BONDERS, F- E., "Die s c h e l l i g k e i t psychicher processe. 1! Archive Anotomie und Physiologie, 657-681, 1868-FALMAGNE, J. C-, Stochastic models for choice reaction applications to experimental r e s u l t s . Mathematical Psychology, 2: 77-124, 1965. of response 206: 217-18, time with Journal of 63 FALMAGNE, J. C. , and THEOIS, J - , On attention and memory i n reaction time experiments. In W. G. Koster (Ed.) Attention and Performance II- Acta Psycholoqica, 30: 316-23, 1969. GELLEE, E- S-, and PITZ, G. F. , Eff e c t s of prediction, probability and run length on choice reaction speed. Journal of Experimental Psychology, 84: 361-67, 1970. GELLEE, E. S., WHITMAN, C. P., HEEN, B. F. , and SHIPLEY, W. G., Expectancy and discrete reaction time i n a probability reversal design. Journal of Experimental Psychology, 90: 113-19, 1971-GELLER, E- S,, WHITMAN, C. P., and POST, D- S., Stimulus p r o b a b i l i t y and prediction outcome as determinants of choice reaction time: some procedural considerations. Acta Psycholoqica. 37: 1-14, 1973. HALE, D. J . , Repetition and prob a b i l i t y e f f e c t i n a s e r i a l choice reaction task. Acta Psycholoqica. 29: 163-71, 1969. HALE, D. J . , Sequential e f f e c t s i n a two-choice s e r i a l reaction task. Journal of Experimental Psychology. 19: 133-41, 1967. HANNES, M., SUTTON, S., and ZUBIN, J . , Beaction time with stimulus uncertainty and response certainty- The Journal of General Psychology, 78: 165-81-1968. HAWKINS, H. L- And FRIEDIN, B. D. , The r e l a t i v e frequency e f f e c t and S-R compatibility. Psychonomic Science, 28: 329-339, 1972. HAWKINS, H. L-, and HOSKING, K., Stimulus p r o b a b i l i t y as a determinant of discrete choice reaction time- Journal of Experimental Psychology, 82: 435-40, 1969. BJCK, W. E. , On the rate of qain of information- Quarterly Journal of Experimental Psychology, 4: 11-26, 1952-HYMAN, B., Stimulus information as a determinant of reaction time. Journal of Experimental Psychology,. 45: 188-96, 1953. JABvTCK, M. E. , Probability learning and the negative recency i n the s e r i a l a n t i c i p a t i o n of alternative symbols. Journal of Experimental Psychology, 41: 291-97, 1951. 64 KANABICK, A. F. , Prob a b i l i t y and payoff as factors influencing two-choice reaction time- The Journal of Engineering Psychology, 5: 27-46# 1966. KEELE, S. W., Bepetition e f f e c t s : a memory-dependent process. Journal of Experimental Psychology, 80: 223-48, 1969. KEPPEL, G-, Design and Analysis, Prentice-Hall Inc., Englewood C l i f f s , N» J - , 1973-KI8BY, N- H-, Sequential e f f e c t s in s e r i a l reaction time- Journal of Experimental "Psychology, 96: 32-36, 1972-KOBNBLUM, S., Choice reaction time for re p e t i t i o n s and non-repetitions. Acta Psycholoqica, 27: 178-87, 1967. K08NBLUM, S., Sequential dependencies as a determinant of choice reaction time: a summary. In w. G- Roster (Ed.) Attention and Performance I I . Acta Psycholoqica. 30: 316-23, 1969. KBINCHIK, E. P., A study of human information processing i n a choice s i t u a t i o n . Soviet Psychology and Psychiatry, 4: 22-30, 1963. LABEBGE, D., and TWEEDY, J. B., Presentation probability and choice time. Journal of Experimental Psychology, 5: 477-81, 1964. LAMING, D- B- J. , Information Theory of Choice Reaction Times, Academic Press, London, 1968. LAMING, D. B. J . , Subjective p r o b a b i l i t y i n choice reaction experiments. Journal of Mathematical Psychology, 6: 81-120, 1969. LEONARD, J- A., NEWMAN, B. C. And CARPENTER, A., On the handling of heavy bias i n a self-paced task. Quarterly Journal of Experimental Psychology* 18: 130-41, 1966. MOSS, S- M., ENGEL, S., and FABEBMAN, D., Alternation and r e p e t i t i o n reaction times under three schedules of event sequencing. Psychqnomic Science. 9: 557-58, 1967-65 NOBMAN, D. A., Memory and Attention f Wiley, Hew York, 1969-BEMINGTON, B- J . , Analysis of sequential e f f e c t s i n choice reaction time. Journal of Experimental Psychology. 82: 250-57, 1969. BEHINGTON, B. J . , The r e p e t i t i o n e f f e c t : a methodological consideration. Psychonomic Science, 20: 221-22, 1970. BEHINGTON, B. J . , Sequential e f f e c t s analysis of choice reaction error data. Perceptual and Motor S k i l l s . 36: 1211-1216, 1973-RYAN, M- ». J - , Bepetition e f f e c t i n choice reaction tasxs. Unpublished Paper, University of B r i t i s h Columbia, 1971-SANDEBS, A- F-, Some variables a f f e c t i n g the r e l a t i o n between r e l a t i v e s t i m u l i frequency and choice reaction time- Acta Psychologica. 33: 45-55, 1970. SCHVANEVELDT, 8- H., and CHASE, H. G., Sequential e f f e c t s i n choice reaction time. Journal of ' Experimental Psychology, 80: 1-8, 1969-SCHLESINGEB, I. M., Besponse uncertainty as a determinant of reaction time. Acta Psychologica, 22: 52-59, 1964. SCHDTZ, B. H. , A theory of motor response organization and r e t r i e v a l in choice reaction time tasks. , Unpublished Doctoral Dissertation, Oniversity of Wisconsin, 1972-SHIFFRIN, B. M., and ATKINSON, B. C., Storage and r e t r i e v a l processes i n long term memory. Psychological Be view,. 76: 179-83, 1968-SMITH, E- E-, Choice reaction time: an analysis of the major t h e o r e t i c a l positions. Psychological Bulletin,. 69: 77-110, 1968. SMITH, M. C-, The r e p e t i t i o n e f f e c t and short-term memory. Journal of Experimental Psychology, 77: 435-39, 1968. OMILTA, C. C-, and SNYDEB, M., Bepetition e f f e c t s as a function of event uncerainty, response-stimulus i n t e r v a l , and the rank order of the events. Journal of Experimental Psychology, 93: 320-326, 1972-66 66 WILLIAMS, J. A., Sequential e f f e c t s i n disjunctive implications f o r decision models..Journal Psychology, 71: 665-62, 1966. WOODWOETH, E- S., Experimental Psychology. Holt, New York, 1938. reaction time: of Experimental APPENDIX A Instructions to Subjects INSTRUCTIONS TO SUBJECTS After the subject had been shown how to use the apparatus, and had completed his practice t r i a l s f or that day, the following instructions were read. In today's session the l e f t l i g h t w i l l come on (as often as the r i g h t , twice as often as the r i g h t , one-half as many times as the right) 1. Please respond to the l i g h t as guickly as you can by depressing the appropriate key, however try not to make any error s . The equipment w i l l detect any errors, so i f you make one, just proceed as normal. Today the t r i a l s w i l l occur (right after each other, with a delay of approximately 2 seconds between each one) 2 . Do you have any questions? At t h i s point i f the subject had any questions they were answered i f they were thought not to influence the outcome. The subject was then reguested to put on the earphones and proceed. 1 only one of the three was read, depending on the condition. 1 only one was read depending i f the subject was in the discrete condition, or the s e r i a l condition during that session. APPENDIX B Tables TABLE I APPENDIX B Expected and Actual Number of Valid S-R Pairs Within Each Block of 480 T r i a l s Prob AL RE DRE MORE TOTAL expected .33 107 36 11 5 159 actual ITI -33 94. 9 37. 1 10, 2 6.8 146.9 actual ITI .33 90. 7 28- 6 11. 5 4.8 144.8 percent of expected 86. 7% 91. 2% 98. 6% 116.038 91.7% expected -50 120 60 30 30 240 actual ITI .50 92. 9 53. 1 24. 1 14.7 185.4 actual ITI .50 84. 2 49. 5 23. 3 13-1 170.0 percent of expected 72. 8% 85. 5% 80, 0% 46.3* 74-0% expected .67 107 70 47 95 319 actual ITI .67 87. 5 49. 6 29. 4 40.1 206.6 actual ITI -67 92. 2 51. 3 30. 1 37.9 211.5 percent of expected 83. 9% 72. 0% 63. 3% 41.1% 65.5% Table I I Order of Conditions f o r Each Subject day 2 3 1 a b d c 2 b d a c 3 c a d b 4 d c b a 5 a b e d 6 b d a c 7 c a d b 8 d c b a 9 a b e d 10 b d a c 11 c a d c 12 a b d c 13 b d a c 14 c a d b 15 d c b a 16 c d b a TABLE_IIIa Descriptive S t a t i s t i c s f o r Each Subject - Day 1 Condition A E a AE B BE A BE B DRE A DBE B SUBJECT NC HEAN MEDIAN SD SUBJECT NC MEAN MEDIAN SD 01 #CASES 40 2 CONDITION A-1 100 97 69 70 29 37 368-37 343-08 325. 13 315-44 322-99 340.0 368 348 318 313.5 301 329 65.07 60.84 81.31 48.12 86.39 74.98 02 #CASES 393 CONDITION B~1 104 104 62 62 29 32 352.02 327.45 313-58 321.68 315. 14 321.28 361 318 308.5 309 308 308 65-07 55-49 54.66 79- 14 73.39 100.86 SUBJECT HC MEAN MEDIAN SD 03 #CASES 396 CONDITION C-4 119 119 28 71 11 48 413.66 390.46 420.96 400.35 398.73 390.56 411 369 401 387 377 357 61.90 86.05 92-97 101-28 69.35 109.08 SUBJECT NC MEAN MEDIAN SD SUBJECT HC MEAN MEDIAN SD 04 #CASES 404 CONDITION D-4 130 129 32 64 15 34 438.71 432-66 452-72 449-53 421.60 429-32 422 411.0 449 432 398 407 66.32 94.96 51.85 87-06 62-87 81-69 05 #CASES 415 CONDITION A-1 104 103 68 73 27 40 391.18 399-59 397-26 420.39 398.7 431-75 387 397 393 410 378 420.5 34.79 54.70 48.09 57-61 54*96 47-02 SUBJECT HC MEAN MEDIAN SD 06 #CASES 315 CONDITION B-1 87 82 48 47 26 25 330.51 294-67 310.83 354-45 335-96 332.28 327 288 315 334 320.5 325 70.58 42.11 38.60 78.30 84.18 37.49 SUBJECT HC MEAN MEDIAN SD 07 #CASES 334 CONDITION C-3 87 89 52 52 38 16 459-01 427.33 410.38 426-60 391.68 407.56 433 418 394 419 379.0 394 90-48 85-83 81.30 83-23 72.42 63-84 SUBJECT HC 3EAN 3EDIAN SD 08 #CASES 346 CONDITION D-4 110 108 27 57 8 36 355.03 296-42 314-48 318-70 340.5 309.11 358-5 283 315 310 352-5 297.5 60.95 69.15 41.37 89.19 52-28 68.42 TABLE I l i a cont. Descriptive S t a t i s t i c s for Each Subject - Day 1 Condition AE A AE B RE A RE B DRE A DRE B SUBJECT NC MEAN MEDIAN SD 09 #CASES 245 CONDITION A-2 63 65 33 43 17 24 420.75 379.11 385.58 372.98 398.29 391.33 407 379.0 366 369 388 383.5 46.69 44.95 69.69 43.20 56.86 58.87 SUBJECT NC MEAN MEDIAN SD 10 #CASES 415 CONDITION B-2 113 109 50 78 26 39 417.64 410,75 380.36 410. 15 380.88 389*0 400 388 370 386 328.5 382 91.47 101.02 64.32 100.38 130.57 62-84 SUBJECT NC MEAN MEDIAN SD 11 #C1SES 398 CONDITION C-3 108 376-86 359 87.15 109 381-44 367 82-07 73 346.99 346 79.36 52 388.23 364.0 101.51 44 338-41 326.5 92-07 12 349-08 359.0 50-34 SUBJECT NC MEAN MEDIAN SD 12 #CASES 404 CONDITION A-1 101 102 63 75 25 38 402-05 350. 32 358.13 364.63 358-68 340.03 398 345 355 354 354 325.5 62.45 65-90 44. 17 57.39 59.96 83.85 SUBJECT NC MEAN MEDIAN SD 13 #CASES 404 CONDITION B-1 98 445.89 436.5 90.19 97 420.28 395 92.48 65 421-37 429 74.89 63 428.66 415 84.41 31 403.54 392 76.29 35 382.63 387 71.33 SUBJECT HC SEAN MEDIAN SD 14 #CASES 379 CONDITION C-4 109 112 26 73 12 47 404.39 356.84 433.65 407.48 414. 17 392-09 395 363 415.5 406 396.5 394 52.70 52.31 72.59 56.55 84.12 41.74 SUBJECT NC IE AN MEDIA 3D 15 #CASES 399 CONDITION D-4 133 133 34 60 10 31 377.93 326.53 361.56 362.57 351.60 352.03 360 308 346 341.5 357 332 72.73 64.60 70.65 70.34 77.36 51.46 SUBJECT HC 3EAN MEDIAN 3D 16 #CASES 382 CONDITION C-3 99 102 67 60 41 13 408.15 412.67 375.82 377.65 362.39 401.0 407 405.5 367 370 363 399 64.36 64,77 60.48 61.97 51.96 76.93 TABLE I l l b Descriptive S t a t i s t i c s for Each Subject - Day 2 Condition A E A A E B SE A HE B DEE A DEE B SUBJECT 01 #CASES 254 CONDITION B--4 HC 75 75 30 42 11 21 BEAM 347.21 303.85 303.53 317.5 312 314.76 MEDIAN 359 300 292.5 308.5 316 317.00 SD 84.37 41.47 47.64 77.40 53. 74 47.38 SUBJECT 02 #CASES 301 CONDITION D--4 NC 102 101 26 42 5 25 MEAN 356.42 348.64 348.42 358.05 344. 40 346-2 MEDIAN 344 339 325.5 334.5 348 334 SD 72. 19 65.52 75.49 91.52 45. 10 104.55 SUBJECT 03 #CASES 324 CONDITION A-•1 NC 85 81 56 53 27 22 MEAN 395.68 377. 30 354.86 322.21 348- 07 362.09 MEDIAN 383 363 338.5 317 331. 0 354 SD 76.49 89.02 60.65 54.11 75. 71 76-64 SUBJECT 04 #CASES 393 CONDITION C-•3 NC 106 108 74 50 51 4 MEAN 405.16 424.40 400.43 438.22 402. 63 445.25 MEDIAN 393 416.5 403 420 370 439 SD 64.59 83.88 60.83 94.92 99. 21 66.86 SUBJECT 05 #CASES 280 i CONDITION B-•1 NC 79 73 45 47 20 21 MEAN 408.77 425. 12 400.49 450.17 396. 5 409-29 MEDIAN 395 404 376 427 379- 5 382 SD 53.99 80.48 89-35 112.46 112- 30 76.91 SUBJECT 06 #CASES 332 CONDITION D-•3 NC 96 90 52 49 31 14 MEAN 314.73 324.31 292. 21 341.88 280. 06 341,43 MEDIAN 302 311 287 345 275 342.5 SD 86.62 80.21 46.19 34.48 35. 16 27.26 SUBJECT 07 #CASES 383 CONDITION A-•1 NC 93 96 60 68 28 38 MEAN 391.00 388.21 354.70 360.94 365. 04 352.18 MEDIAN 386 376.5 353 357 353. 5 346-5 SD 55.36 69.90 30.06 64.70 49. 87 38-91 SUBJECT 08 #CASES 272 i CONDITION C-•4 NC 83 89 20 47 6 27 MEAN 402.00 346-57 424.95 358.13 385. 5 326-67 MEDIAN 404 331 419 335 390 319 SD 68.59 88.02 67.28 110,35 64. 85 55-09 TABLE I l l b coat. Descriptive S t a t i s t i c s for Each Subject - Day 2 75 Condition AE A AE B RE A RE B DRE A DEE B SUBJECT NC MEAN MEDIAN SD SUBJECT NC MEAN MEDIAN SD SUBJECT NC MEAN MEDIAN SD SUBJECT NC MEAN MEDIAN SD SUBJECT NC MEAN MEDIAN SD SUBJECT NC MEAN MEDIAN SD SUBJECT HC MEAN MEDIAN SD SUBJECT NC MEAN MEDIAN SD 09 #CASES 92 427.22 429 51.24 10 #CASES 96 371-52 359-5 78.27 11 tCASES 99 338.56 339 87.15 12 #CASES 91 314.33 307 67.59 13 #CASES 110 440.74 428.5 70.61 14 #CASES 101 343.36 341 50.89 15 #CASES 101 471.77 461 64.06 356 CONDITION 96 50 369.92 378.24 366 380 42.31 47.86 361 CONDITION 97 66 361.23 359.39 355 352 54.23 81.20 384 CONDITION 103 61 353.70 296.25 328 286 105.27 58-55 333 CONDITION 90 51.65 298.33 301 292.5 313 72-37 46.34 385 CONDITION 144 29 382.82 394.34 368-5 391 62.89 41.93 367 CONDITION 99 66 323.54 319-30 316 305.5 54-29 54-30 317 CONDITION 99 24 442.25 426. 13 432 419 B-2 63 416*92 416 42.47 B-2 53 368-91 354 61.30 A-1 62 279.76 269 84.39 42 B-1 52 320. 316 39.72 23 76.21 38.13 D-4 73 404.96 396 63.84 A-2 55 340.87 326 62- 25 C-3 52 439.62 434 68.90 16 tCASES 414 CONDITION D-4 120 118 56 66 371.06 347.40 360.36 365.70 367 342-5 352.5 363 52.25 39.47 45.28 70-36 24 391 379 41.51 58 38 344, 342 56.39 25 283.2 294 30.37 23 281- 17 286-0 37- 11 14 381.70 379 47.94 38 314-60 307 40.81 12 418.50 428.50 51.39 25 359-52 345 5 8.92 31 391.55 384 38-20 11 335.0 326-0 33.37 34 296.53 276.5 117-46 26 307.85 310.5 42-67 45 399-07 377 97.84 8 318.62 295.5 75.94 29 446-34 445 73.53 29 342.76 341 35.06 TABLE IIIc Descriptive S t a t i s t i c s for Each Subject - Day 3 Condition AE A AE B ~ HE A RE B DRE A SUBJECT NC MEAN MEDIAN SD SUBJECT NC MEAN MEDIAN SD SUBJECT NC MEAN MEDIAN SD SUBJECT NC MEAN MEDIAN SD SUBJECT NC MEAN MEDIAN SD SUBJECT NC MEAN MEDIAN SD SUBJECT NC MEAN MEDIAN SD SUBJECT NC MEAN MEDIAN SD 01 #CASES 268 74 65 301.09 300.75 298.5 305 50.94 41.32 DONCITION D-3 48 252.04 244.5 27.88 02 #CASES 227 CONDITION 68 64 33 343.43 329.02 338.03 334.5 308.0 328.0 74.62 70.37 49.32 38 315.42 312.5 35.61 1-1 28 324.39 318 58. 18 03 tCASES 222 CONDITION D-4 65 66 20 37 416.80 386*71 403.75 368.76 399 369.5 406 357 72.57 76.69 44.92 62-20 04 #CASES 357 CONDITION B-2 96 98 42 66 408-17 422-06 403.95 427. 14 398 401 402-0 400 53.89 94.21 41.76 96.49 05 #CASES 357 CONDITION C-3 93 91 61 56 344.50 358.65 324.64 339.91 340 353.0 324 337 49.22 54.66 50.61 33.94 06 ICASES 317 CONDITION A-1 81 332.96 315 71.25 80 324- 11 320.0 59.79 50 313.70 299.5 56.67 49 329.16 331.0 51.20 07 #CASES 324 CONDITION D-3 89 97 49 46 430.63 418- 29 377.71 401-54 405 397.0 376.0 401.5 104.96 101.31 68.86 56.22 08 #CASES 182 CONDITION B-2 50 370.7 373 50.35 52 334.02 321 81.57 21 351.05 345 50.07 36 341.67 326 83.94 37 248.59 250 27.98 17 330. 12 318 67.16 9 414.0 372 24.61 18 399.17 389 47.49 40 328.65 326 29.23 24 322 296 71.31 29 376-86 368.0 62-25 7 341.57 335 60. 12 DRE B 6 312.0 322.5 38.89 14 327.0 334.0 57.60 25 360.64 352.0 62-41 37 397-76 377 69.26 16 332.31 341 28.45 27 379.81 341 119.12 14 372-79 373.5 70.57 16 314.94 312 49.24 SUBJECT 09 tCASES 289 CONDITION C-4 TABLE IIIc cont. Descriptive S t a t i s t i c s for Each Subject - Day 3 Condition AE A AE B HE A RE B DEE A DRE B NC 91 "~92~ 24 45 10 27 MEAN 399. 29 349. 40 348, 58 355. 27 328. 5 352- 15 MEDIAN 395 336 342 342- 0 326. 5 354. 0 SD 35. 21 80. 09 45. 52 47- 83 17. 80 34- 36 SUBJECT 10 #CASES 346 CONDITION A-2 NC 95 96 55 51 25 24 MEAN 36 9. 81 345- 06 353. 18 338- 02 324. 56 317- 58 MEDIAN 359 336. 5 345. 0 334 314 324. 5 SD 66. 38 42. 68 62. 00 59- 09 36- 79 35. 70 SUBJECT 11 #CASES 347 CONDITION D-3 NC 94 93 64 46 39 11 MEAN 296- 73 334. 12 285. 42 336- 28 264. 90 348. 27 MEDIAN 282. 5 329 274. 5 330 265. 0 348 SD 61- 77 72. 7 54. 27 46- 34 39. 30 51. 98 SUBJECT NC MEAN MEDIAN SD 12 #CASES 200 CONDITION D-4 68 71 14 29 6 12 295. 10 284.94 298.36 326.90 284.67 292-08 275.5 265 304.5 307 295 299.5 87.50 98.19 60,63 87.43 35.65 46.80 SUBJECT NC MEAN MEDIAN SD 13 #CASES 380 100 96 407.54 401.97 408.5 387.5 48.08 82.09 CONDITION A-1 61 370-25 357 76-09 66 363- 85 349-0 78-72 25 360-80 340 71-86 32 360.06 348-5 69.75 SUBJECT NC MEAN MEDIAN SD 14 #CASES 293 CONDITION D-4 87 90 23 53 11 29 359.67 343,32 384-69 341.98 336-36 326-45 329 335 361.0 337 334 321 38,56 72- 10 91-33 36.78 31.30 49.31 SUBJECT NC MEAN MEDIAN SD 15 #CASES 372 CONDITION B-2 103 101 52 65 19 32 404. 13 354.65 383. 31 355.95 362-63 366.97 378 338 357-0 338 361 346 82.21 60.51 91-66 60.15 44.21 57.84 SUBJECT NC MEAN MEDIAN SD 16 #CASES 388 102 104 448. 13 420.84 445-5 410 76.15 80.01 CONDITION B-1 63 357.83 369-0 56.08 61 409.56 359.0 74.32 30 375-27 363 74.24 28 416.93 410-5 67-36 TABLE H i d D e s c r i p t i v e S t a t i s t i c s f o r Each Subject - Day 4 78 C o n d i t i o n AE A AE B RE A RE B DRE A DRE B SUBJECT NC MEAN MEDIAN SD 01 #CASES 383 108 305.37 313.5 77.42 CONDITION C-3 107 73 44 43 8 321.60 255-42 288.54 269-37 316-0 317 254 295.5 253 309 101.80 39.50 61.26 76.59 34-22 SUBJECT NC MEAN MEDIAN SD 02 #CASES 328 109 331. 17 323.0 84.05 CONDITION C-4 105 27 48 314 25 305.53 376.52 353. 13 326.86 323.04 284 355 320 327 308 87-32 83-08 98.56 36.29 110.27 SUBJECT NC MEAN MEDIAN SD 03 #CASES 88 368-91 360 46.77 CONDITION B-1 91 53 55 17 25 365.25 358. 15 359.07 357.24 340,20 362 348 345 346 346-0 62-81 61-66 72.12 41.99 28.44 SUBJECT NC MEAN MEDIAN SD 04 fCASES 347 104 397.97 384.5 73.07 CONDITION A-2 99 44 55 22 23 373.67 343.5 366. 18 313.64 373.91 365 343 362 315.5 379 75-71 45.45 67.46 43.29 59.13 SUBJECT NC MEAN MEDIAN SD 05 #CASES 22 399.41 384 74.22 65 CONDITION D-3 19 12 6 5 1 470.89 383.58 374. 83 391.80 374 423.0 367 363,5 394 374 129.56 54.25 32.32 42.56 0 SUBJECT NC MEAN MEDIAN SD 06 #CASES 29 CONDITION C-3 19 349 363 50.59 9 372,0 384 64.38 5 335.2 320 40.51 2 360 360 76.37 2 346.0 346.0 11.31 1 253 253 0 SUBJECT 07 #CASES 0 CONDITION B-1 SUBJECT 08 #CASES 234 CONDITION A-2 NC 68 66 29 40 15 16 MEAN 400. 10 318.39 365.41 288.02 316.67 273.63 MEDIAN 406 285.5 361 290 305 271.5 SD 80.21 92-51 79.11 43.99 45.51 39.95 TABLE H i d cont. Descriptive S t a t i s t i c s f or Each Subject - Day 4 Condition SUBJECT SUBJECT NC MEAN MEDIAN SD SUBJECT NC MEAN MEDIAN SD SUBJECT NC MEAN MEDIAN SD SUBJECT NC MEAN MEDIAN SD SUBJECT NC MEAN MEDIAN SD SUBJECT NC MEAN MEDIAN SD SUBJECT NC MEAN MEDIAN SD tt AE A AE B RE A RE B DRE A DRE B 09 #CASES 0 CONDITION D--4 10 iCASES 218 CONDITION C--3 66 63 35 28 20 6 327.21 320. 40 311.49 315- 14 320-55 207. ,5 322 320 320.0 306-0 324.5 311. ,5 69.17 71. 48 35.77 61. 50 56-85 32. 12 11 #CASES 321 CONDITION B--1 83 86 51 50 2 5 26 273.35 286. 43 287-96 304.46 278-40 273. 31 262 278. 0 273.0 298-5 275 275. 5 50.28 52. 38 74.45 46-81 27.85 24- 50 12 #CASES 235 CONDITION C-•4 75 74 21 38 7 20 321.U4 277. 91 328.19 309-53 324.71 266- 80 331 257. 5 329.0 305 289 259 73.99 77. 83 48. 22 61.85 81.23 31. 87 13 &CASES 80 CONDITION c-•4 28 21 12 10 3 5 447.29 434. 59 392.08 366.90 425.0 408- 80 441 436 360.5 355-5 466 377 74.67 89. 65 85.78 30. 18 82. 53 102. 50 14 #CASES 81 CONDITION B-•2 24 19 15 14 5 4 329.25 318. 58 356-67 302.64 305.0 307. 75 323.5 319 346.0 297.0 291.0 305 58.36 54. 99 61.05 24-71 37.20 142. 25 15 #CASES 353 CONDITION A-2 88 87 42 59 23 34 362. 86 308. 44 324.79 352.42 319.35 357. 82 351 300. 0 305.5 316.0 306 338 71.62 47. 12 63- 53 42-39 46. 17 93- 40 16 #CASES 116 CONDITION A- 1 37 30 15 17 11 6 409.89 358. 47 409,93 397-06 430.64 359. 0 395 358- 5 416.0 378 400 351. 5 56.05 62. 02 67.36 78-28 118-24 25- 46 $COPY *SKIP AA BB A1 B1 A2 B2 AH BH TRIAL NO. 1 SOBJ.# 1 103 99 70 72 30 37 13 19 SUBJ.# 2 104 104 64 66 30 33 16 23 SOBJ. # 3 122 119 28 71 12 48 1 67 SOBJ- # 4 130 129 32 64 15 34 2 49 SUBJ.# 5 104 103 68 73 27 40 12 14 SOBJ.# 6 87 82 48 47 26 25 12 12 SUBJ. # 7 87 89 52 52 38 16 44 23 SUBJ.# 8 110 108 27 57 8 36 3 45 SUBJ.# 9 63 65 33 43 17 24 2 36 SUBJ.# 10 113 109 50 78 26 39 4 43 SUBJ.# 11 108 109 7 3 52 44 12 34 5 SUBJ. # 12 101 102 63 75 25 38 12 23 SUBJ.# 13 98 97 65 63 31 35 16 23 SUBJ. # 14 109 112 26 73 12 47 1 70 SUBJ. # 15 133 131 34 60 10 31 2 57 SUBJ. # 16 99 102 67 60 41 13 34 20 TRIAL NO. 2 SUBJ. # 1 75 75 30 42 11 21 4 15 SUBJ. # 2 102 101 26 42 5 25 3 47 SUBJ. # 3 85 81 56 53 27 22 12 14 SUBJ.f 4 106 108 74 50 51 4 52 2 SUBJ. # 5 74 73 45 47 20 21 12 13 SUBJ. # 6 96 90 52 49 31 14 21 15 SUBJ. # 7 93 96 60 68 28 38 12 28 SUBJ.# 8 83 89 20 47 6 27 4 38 SUBJ. # 9 92 96 50 63 24 31 7 53 SUBJ. # 10 96 97 66 53 38 11 35 10 SUBJ. # 11 99 103 61 62 25 34 14 21 SUBJ.# 12 91 90 51 52 23 26 11 8 SUBJ. # 13 1.10 114 29 73 14 45 0 65 SUBJ-# 14 101 99 66 55 38 8 41 10 SUBJ.# 15 120 118 56 66 25 29 5 30 SUBJ.# 16 101 99 24 52 12 29 0 41 81 AA BB A1 B1 A2 B2 AH BM TRIAL NO. 3 SUBJ.# 1 74 65 48 38 37 6 30 6 SUBJ.# 2 68 64 33 31 17 14 7 10 SUBJ.# 3 65 66 20 37 9 25 0 32 SUBJ.# 4 96 98 42 66 18 37 3 30 SUBJ.# 5 93 91 61 56 40 16 40 13 SUBJ.# 6 81 80 50 55 24 27 14 11 SUBJ.# 7 89 97 49 46 29 14 35 6 SOBJ.# 8 50 52 21 36 7 16 1 14 SUBJ. # 9 91 92 24 45 10 27 1 38 SDBJ. # 10 95 96 55 51 25 24 7 28 SUBJ.# 1 1 94 93 64 46 39 11 42 10 SUBJ.# 12 68 71 14 29 6 12 1 15 SUBJ.ft 13 100 96 61 66 25 32 14 10 SOBJ. # 14 87 90 23 53 11 29 4 46 SUBJ.# 15 103 101 52 65 19 32 3 39 SUBJ.# 16 102 104 63 61 30 28 13 11 TRIAL NO. 4 SUBJ. # 1 108 107 73 44 43 8 65 6 SUBJ. # 2 109 105 27 48 14 25 2 32 SUBJ.# 3 88 91 53 55 17 25 9 8 SUBJ.# 4 111 104 48 59 23 24 6 30 SUBJ.# 5 22 19 12 6 5 1 2 2 SUBJ.# 6 10 9 5 2 2 1 1 2 SUBJ. # 7 68 66 29 40 15 16 2 19 SUBJ.# 8 66 63 35 28 20 6 30 6 SUBJ.# 9 83 86 51 50 25 26 9 14 SUBJ.f 10 75 74 21 38 7 20 2 34 SUBJ. # 11 28 22 12 10 3 5 1 3 SUBJ. # 12 20 11 15 8 3 4 1 0 SUBJ.# 13 102 104 46 71 25 37 4 33 SUBJ. # 14 24 14 12 8 10 3 6 0 $C0PY *SKIP REPEAT - THE DEPENDENT VARIABLE BEFORE COLLAPSING OVER P=. 5 CONDITION 313-5 254. 253. 368. 318. 301. 348. 313. 5 329, 317. 295.5 309. 011 298.5 244. 5 250. 359. 292. 5 316. 300. 308. 5 317. 305. 312.5 322. 012 284, 320. 308. 334. 5 328. 318. 308, 334- 323. 355. 355. 327. 021 339. 334. 5 334. 362. 308. 5 308. 318. 309. 308, 344. 325.5 348. 022 369- 387. 377, 383. 338. 5 331. 363. 317. 354. 411. 401. 377. 031 369.5 357. 352. 360. 348, 346. 362. 345. 346- 399- 406. 372- 032 393. 403. 370- 384. 5 343. 315. 5 365. 362. 379. 416. 5 420. 439. 041 411. 432. 407. 398. 402. 389. 401. 400. 377. 429. 449. 398. 042 340. 324. 326. 387. 393. 378. 397. 410. 420.5 353. 337. 341. 051 384. 367. 394, 395. 376. 379. 5 404. 427, 382- 423. 363,5 374. 052 363. 320. 346.5 315. 299. 5 296. 320. 331. 341. 384. 360. 253. 061 30 2- 287. 275. 327, 315. 320. 5 288. 334- 325. 311. 34 5. 342. 5 062 331. 335. 319. 406. 361. 305. 285. 5 290. 271.5 404. 419. 390. 081 283- 310. 297.5 373. 345. 335. 321. 326. 312. 358. 5 315. 352. 5 082 322. 320. 324.5 359. 345. 314. 336. 5 334. 324.5 320. 306. 311. 5 101 359.5 352. 342. 400. 370. 328. 5 388. 386. 382. 355. 354. 326. 102 359. 347. 326.5 339. 286. 294. 328. 269. 276.5 267. 364. 359. 111 28 2.5 274. 5 265. 26 2- 273, 275. 278, 298. 5 275.5 329. 330. 348. 112 257. 5 305. 259. 398. 355. 354. 345. 354. 325.5 331. 329. 289. 121 265. 307. 299.5 307. 313- 286. 292. 5 316. 310-5 275. 5 304-5 295. 122 436. 355. 5 277. 408. 5 357. 340. 387-5 249. 348.5 441. 360.5 466- 131 368.5 396- 377. 436. 5 429. 392. 395- 415- 387- 428. 5 391. 379. 132 363. 406- 394. 341. 305. 5 307. 316- 326. 295,5 395- 415.5 396. 5 141 335. 337- 321. 323. 5 346. 291. 319, 297- 305- 329. 361. 334. 142 461. 419. 423. 5 351. 305. 5 306. 300- 316- 338. 432. 434. 445. 151 308. 341. 5 332- 378. 3 57. 361. 338. 338. 346- 360. 346. 357. 152 407. 367. 363. 395. 416- 400. 358. 5 378. 351.5 405. 5 370. 399. 161 342.5 363. 341. 445. 5 369. 363. 410. 395. 410.5 367- 352.5 345. 162 $COPY *SKIP 83 $COPY P551:DEPEND(*F) C DEPEND - THE DEPENDENT VARIABLES FOR THE 14 SUBJECTS IN THE 18 CONDITIONS 313. 5 254. 0 253-0 358.0 315- 8 315. 0 317.0 295. 5 309. 0 1100 298. 5 244-5 250. 0 329.5 300. 5 316. 5 305.0 312. 5 322. 0 1200 284- 0 320- 0 308. 0 321.3 331- 0 320. 5 355-0 355. 0 327-0 2100 339. 0 334.5 334. 0 340.0 308. 8 308. 0 344.0 325. 5 348. 0 2200 369. 0 387.0 377. 0 373.0 327. 8 342. 5 411.0 401. 0 377. 0 3100 369. 5 357.0 352. 0 361.0 346. 5 346. 0 399-0 406. 0 372. 0 3200 393. 0 403- 0 370. 0 374. 8 3 52-5 347. 3 416.5 420. 0 439. 0 4100 411. 0 432-0 407. 0 399-5 401-0 383. 0 429-0 449- 0 398. 0 4200 340. 0 324- 0 326, 0 392-0 401. 5 399. 3 353.0 337-0 341. 0 5100 384. 0 367-0 394-0 399.5 401- 5 380.8 423.0 363. 5 374. 0 5200 363. 0 320- 0 346. 5 317-5 315. 3 318. 5 384.0 360-0 253. 0 6100 302. 0 287.0 275-0 307.5 324. 5 322. 8 311.0 345. 0 342. 5 6200 331. 0 335. 0 319. 0 345. 8 325. 5 288. 3 404.0 419. 0 390. 0 8100 283. 0 310.0 297-5 347-0 335-5 323.5 358.5 315. 0 352. 5 8200 322-0 320- 0 324. 5 347. 8 339. 5 319. 3 320.0 306. 0 311-5 100 359- 5 352.0 342-0 394-0 378. 0 355. 3 355-0 354. 0 326. 0 200 359. 0 347-0 326- 5 333.5 277. 5 285. 3 267.0 364. 0 359-0 1100 282. 5 274.5 265. 0 270-0 285. 8 275. 3 329.0 330. 0 348-0 1200 257. 5 305.0 259. 0 371.5 354-5 339. 8 331-0 32 9. 0 289-0 2100 265. 0 307.0 299. 5 299.8 314. 5 298. 3 275. 5 304- 5 295. 0 2200 436. 0 355.5 277. 0 398.0 303. 0 344, 3 441-0 360-5 466-0 3100 368. 5 396.0 377. 0 415.8 422.0 389. 5 428- 5 391- 0 379. 0 3200 363. 0 406.0 394. 0 328.5 315. 8 301. 3 395,0 415-5 396-5 4100 335. 0 337.0 321. 0 321.3 321. 5 298. 0 329-0 361- 0 334. 0 4200 461. 0 419-0 423. 5 325.5 310- 8 322. 0 432.0 434- 0 445. 0 5100 308. 0 341-5 332. 0 358.0 347. 5 353. 5 360.0 346- 0 357. 0 5200 407. 0 367. 0 363. 0 376.8 3 97. 0 375. 8 405.5 370-0 399-0 6100 342. 5 363.0 341. 0 427.8 382-0 386. 8 367.0 352-5 345. 0 6200 $COP¥ *SKIP 84 APPENDIX C COMPUTER PROGRAMS $COPY P551:BEADATA DIMENSION A (500), IA(500) TO BEAD DAVE'S THESIS DATA ONIT 6 THE TIMES IN COLUMNS ACCORDING TO ALTERNATION FORM LEFT TO BIGHT ALTERNATION FORM BIGHT TO LEFT A SINGLE REPETITION OF THE RIGHT A SINGLE REPETITION OF THE LEFT A DOUBLE REPETITION OF THE BIGHT A DOUBLE REPETITION OF THE LEFT MOBE THAN A DOUBLE MORE THAN A DOUBLE NUMBER OF EACH AND C PROGRAM C WRITE ON c COL 1 C COL 2 C COL 3 c COL 4 c COL 5 c COL 6 c COL 7 c COL 8 c TABULATE c REPETITION OF REPETITION OF WRITE ON UNIT THE THE 7 RIGHT LEFT INTEGER AA, BB, WBITE (7,502) DO 520 NT=1,4 WRITE(7,507) NT DO 500 NS=1,16 AA = 0.0 BB = 0. 0 A1 = 0.0 A2 = 0.0 AM = 0.0 B1 = 0.0 B2 = 0.0 BM = 0.0 A1, B1, A2, B2, AM, BM BEAD IN THE DATA INTO THE ARRAY A READ(5,801) (A (I), 1=2,481) A(1) = 999. A (481) = 999. SET POSITIVE TIMES TO 1, TIMES OF |999j OR 000 TO NEGATIVE TIMES TO 0 9 IN THE ARRAY IA DO IF IF IF 20 1=1,481 ( ABS(A(I)) ( ABS(A(I)) ( 102 101 20 C IA(I) GO TO IA(I) GO TO IA(I) M i ) = 0 20 = 1 20 = 9 GT« -GT. 900) GO TO 101 -LT. 50) GO TO 101 0.0 ) GO TO 102 CONTINUE CHANGE VALUE IA (I) EQUALS REMAINS AS 9 NOTE THAT IF CHANGED TO AN INVALID THIS IS OKAY SINCE THE SCORE JUST BEFORE AN INVALID SCORE IS ALSO INVALID SINCE YOU CAN'T TELL WHAT IS WAS OF IA(I) TO ACCOUNT FOR TIMER LAG IA (1+1) UNLESS IA(I)=9, WHEREBY IT IA(I) WAS A VALID SCORE IT IS NOW INVALID SCORE OF 9 IF IA(.I + 1) WAS c C FOR TRIAL ONE SKIP THE NEXT PART FOR SUBJECTS 1,2,& C SINCE THEIR TIMES HAVE BEEN ALTERED TO TAKE INTO C ACCOUNT THE TIMER LAG C IF (NT . EQ. 1 .AND. NS . LE. 3) GO TO 318 DO 30 1=2,481 IF (IA(I) . EQ. 9) GO TO 30 IA(I) = IA(I+1) 30 CONTINUE C C AFTER A 9 IS FOUND CHECK FOR EFFECTS C NO8 START CHECKING FOR EFFECTS C 318 1 = 2 302 CONTINUE IF (IA(I) .EQ. 9 .OR. .11(1-1) .EQ. 9 ) GO TO 301 C C FIND FIRST ALTERNATION AFTER A 9 C 309 CONTINUE IF (IA(I) . EQ. IA(I-I) ) GO TO 301 C C AN ALTERNATION C 305 CONTINUE IF (IA(I) .EQ. 1) GO TO 303 WRITE (6, 901) A (I) AA = AA+1 GO TO 304 303 9RITE(6,902) A (I) BB = BB +1 304 CONTINUE C C LOOK FOR NEXT EFFECT C 308 1 = 1 + 1 IF (I .GE. 481) GO TO 505 IF (IA(I) .EQ. 9 -OR- IA(I-1) .EQ. 9 ) GO TO 301 C C TEST FOR ANOTHER ALTERNATION IF (IA(I) . NE. IA(I-I) ) GO TO 305 C C A REPETITION OF SOME SORT C IF (IA(I) .EQ. IA(I-2)) GO TO 306 C C A SINGLE REPETITION C IF (IA(I) .EQ. 1) GO TO 307 WRITE (6, 903) A (I) A1 = A1 + 1 GO TO 308 307 WRITE(6,904) A (I) B1 = B1 + 1 GO TO 308 306 CONTINUE IF (IA(I) . EQ. IA(I-3)) GO TO 312 C C A DOUBLE REPETITION C 87 IF (IA(I) . EQ. 1) GO TO 310 WHITE (6, 905) A (I) A2 = A2 + 1 GO TO 308 310 WHITE (6,906) A (I) B2 = B2 + 1 GO TO 308 312 CONTINUE C C MORE THAN A DOUBLE REPETION C IF (IA(I) . EQ.1) GO TO 311 WRITE (6,907) A (I) AH = AM + 1 GO TO 308 311 WRITE (6, 908) A (I) BM = BM + 1 GO TO 308 301 CONTINUE 1 = 1+1 IF (I -GE. 481) GO TO 505 GO TO 302 505 WRITE (7,501) NS, AA, BB, A l , B1, A2, B2, AM, BM 500 CONTINUE 520 CONTINUE 501 FORMAT(* SUBJ-#',9I5) 502 FORMAT (*1 *,8X,7X,* AA BB A1 B1 A2 B2 AM BM») 507 FORMAT ( * 1 TBIAL NO-•,14,/,'-•) 801 FORMAT(16F4-0) C C THE FORMAT STATEMENTS 901 FORMAT (* ',F5,G) 902 FOBHAT(* »,5X,F5-0) 903 FORMAT (' »,10X,F5.0) 904 FORMAT (« «,15X,F5-0) 905 FORMAT (» • ,20X,F5-0) 906 FORMAT(« » ,25X,F5.0) 907 FORMAT (' • ,30X,F5. 0) 908 FORMAT (' * ,35X,F5.0) END $COP¥ *SKIP SCOPY P551:FREQCOUNT C C FREQCOUNT A PROGRAM TO COUNT THE NUMBER OF EACH EFFECTS C DIMENSION A (500), IA(500) READ(5,801) (A (I), 1=2,481) A(1) = 999. A(481) = 999. C C SET POSITIVE TIMES TO 1, NEGATIVE TIMES TO 0 C TIMES OF J999J OR JOOOJ TO 9 IN THE ARRAY IA C DO 20 1=1,481 IF ( ABS(A(I)) -GT, 900) GO TO 101 IF { ABS(A(I)) -LT. 50) GO TO 101 IF ( A (I) .GT. 0.0) GO TO 102 IA(I) = 0 GO TO 20 102 IA(I)=1 GO TO 20 101 IA(I) = 9 20 CONTINUE C C AFTER A 9 IS FOUND CHECK FOR EFFECTS C NOW START CHECKING FOR EFFECTS C 1=2 302 CONTINUE IF (I A (I) -EQ. 9. OR. IA (1-1) . EQ. 9.0R.IA (1 + 1) - EQ. 9) 1 GO TO 301 C C FIND FIRST ALTERNATION AFTER A 9 C 309 CONTINUE IF-(I A (I) -EQ. IA(I-1)) GO TO 301 C C AN ALTERNATION C 305 CONTINUE IF (IA(I) .EQ. 1) GO TO 303 WRITE(6,901) A(I) GO TO 304 303 WRITE (6,902) A (I) 304 CONTINUE C ' C LOOK OF THE NEXT EFFECT C . 308 1 = 1 + 1 IF (I .GE. 481) STOP IF (IA(I) .EQ-9.OR.IA (1-1) .EQ. 9.0R.IA(I + 1) -EQ.9) 1 GO TO 301 C C TEST FOR ANOTHER ALTERNATION IF (IA(I) . NE- IA (1-1) ) GO TO 305 C C A REPETITION OF SOME SORT C 89 IF (IA(I) . EQ- IA (1-2)) GO TO 306 C C A SINGLE REPETITION C IF (IA(I) - EQ- 1 ) GO TO 307 WRITE (6,903) A (I) GO TO 308 307 WRITE (6,904) A (I) GO TO 308 306 CONTINUE IF (IA(I) -EQ- IA(I-3)) GO TO 309 C C A DOUBLE REPETITION C IF (IA(I) -EQ- 1 ) GO TO 310 WRITE (6,905) A (I) GO TO 308 310 WHITE (6,906) A (I) GO TO 308 312 CONTINUE C C MORE THAN A DOUBLE REPETITION C IF (IA(I) -EQ. 1 ) GO TO 311 WRITE (6,907) A (I) GO TO 308 311 WRITE (6, 908) A (I) GO TO 308 301 CONTINUE 1 = 1 + 1 IF (I -GE. 481) STOP GO TO 302 801 FORMAT (16F4-0) C C THE FORMAT STATEMENTS C 901 FORMAT (» •,F5. 0) 902 FORMAT(* •,5X, F5. 0) 903 FORMAT (« •,10X ,F5.0) 904 FORMAT (• •,15X ,F5.0) 905 FORMAT (' • ,20X ,F5.0) 906 FORMAT (* * ,30X ,F5.0) 907 FORMAT (» *,35X ,F5.0) 908 FORMAT (* • ,4GX ,F5.0) END $DATA $COPY *SKIP 90 $COPY P551:MEA»MED C C PROGAM TO COLLAPSE THE MEASURES FOR P=. 5 FOR RIGHT AND LEFT HAND C FOR THESIS DATA C DIMENSION X (12) ,Y (12) DO 10 1=1,28 READ (5,21) (X(J), J = 1,12), IS ¥(1) = X(1) Y(2) = X(2) Y(3) X (3) Y(4) = (X (4) + X(7))/2-0 y(5) (X(5) + X(8))/2. 0 Y(6) (X(6) + X{9))/2-0 1(7) = X(10) Y<8) X(11) Y(9) = X(12) WRITE (6,22) (Y(J), J=1,9), IS 10 CONTINUE 21 FORMAT (3X, 12F6. 1,3X,14) 22 FORMAT(2X,9F6.1,19X,14) STOP END $COPY *SKIP 91 $CQPY GRAPH 1 (*F) C PROGRAM TO PLOT GRAPH 1 FOR THESIS DATA C REAL SY{3), DY(3), MY(3), X {3} ,Y (3) , DtJH (3) READ (5, 101} (SY (I) , 1=1 ,3} READ (5, 101} (DY (I) , 1 = 1,3) READ (5, 101) (MY ( I ) , 1=1,3) HRITE(6,1G2) (SY (I) , 1=1,3) READ(5,1Q1) (DUH(I), 1=1,3} HRITE(6,102) (DY (I) , 1=1,3) WRITE(6,102) (MY ( I ) , 1=1,3) X1 = .5 X2 = 2.5 X3 = 4.5 X (1)=0.0 X (2) =6.0 Y (1) =0.0 ¥(2) =0.0 CALL SCALE(DOH,3,8.0,XMIN,DX,1) «RITE(6,103) XHIN,DX 103 FORMAT (•0',2F8.3) " DO 10 1=1,3 SI (I) = (SY (I) - XHIN)/DX DY (I) = (DY (I) - XMIN)/DX MY (I) ••= (MY (I) - XMINJ/DX 10 CONTINUE BRITE(6,102) ( S Y ( I ) , 1=1,3) SRITE(6,102) (DY(I), 1=1,3) 8RITE(6,102) (MY (I) , 1=1,3) CALL SYMBOL(2.0,9.0,.28,'FIGURE 3',0.0, 8) CALL SYMBOL(1.5,8.25,.14,»ITI BYj PROBABILITY* ,0.0, 18) CALL AXIS(0.0,0.0,'REACTION TIME (HSEC)*,20,7.5,90.0,XMIN,DX) CALL LINE (X,Y, 2,1) CALL SYMBOL(X1,0.0,0.07,13,0.0,-1) CALL SYHBOL(X2,0.0,0.07,13,0.0,-1) CALL SYMBOL(X3,0.0,0.07,13,0.0,-1) CALL SYMBOL(X1,-.21 r.14,«P•,0.0,1) CALL S¥MBOL(X2,-.21,.14,'P',0.0,1) CALL SYMBOL (X3, - . 21 , . 14 , • P' , 0. 0 , 1) CALL SYMBOL(.6,-.25,.07,•.67',0.0,3) CALL SYMBOL(2.6,-.25,.07,'.50',0.0,3) CALL SYMBOL(4.6,-.25,.07,'.33»,0.0,3) CALL SYHBOL(2.0,-.5,.21,'PROBABILITY',0.0,11} CALL SYMBOL (X1,S¥ (1) , .14,30,0.0,-1) CALL DASHLN(0.07,0.07,0.07,0.07) CALL PLOT (X2,SY (2) ,4) CALL SYMBOL(X2,SY(2),,14,30,0.0,-1) CALL PLOT(X3,SY (3) ,4) CALL SYHBOL(X3,SY(3) , .14,30,0.0,-1) XX= X3 + .25 CALL SYMBOL (XX,SY(3) ,.14,•SERIAL',0.0,6) CALL SYMBOL(XT,DY(1),.14,3,0.0,-1) CALL DASHLN (0.14,0.14,0.14,0.14} CALL PLOT(X2,DY (2) ,4) CALL SYMBOL(X2,DY(2),.14,3,0.0,-1} CALL PLOT (X3,DY (3) ,4) 55 CALL SYMBOL (X3,DY (3) ,- 14, 3,0.0,-1) 56 XX= X3 + ,25 57 CALL SYMBOL(XX,DY(3) ,.14,' DISCRETE*,0.0,8) 58 CALL SYMBOL(X1,MY(1)„•14,4,0.0,-1) 59 CALL SYMBOL(X2,MY(2) 14,4,0.0,-2) 60 CALL SYHBOL (X3,MY (3) ,-14,4,0.0,-2) 61 XX= X3 + .25 62 CALL SYMBOL(XX,MY (3) ,.14,'MEAN*,0-0,4) 63 CALL PLOTHD 64 101 FORMAT (3?6.1) 65 102 FORMAT (' *,3F6. 1) 66 STOP 67 END 68 $DATA END OF FILE $COPY *SKIP 55 CALL SYMBOL (X3,DY (3) ,. 14,3,0-0,-1) 56 XX= X3 + -25 57 CALL SYMBOL(XX,DY(3),.14,'DISCRETE1,0.0,8) 58 CALL SYMBOL (X1,MY (1),-14,4,0.0,-1) 59 CALL SYMBOL (X2, MY (2) ,- 14,4,0.0,-2) 60 CALL SYMBOL (X3,MY (3) ,. 14,4,0.0,-2) 61 XX= X3 + -25 62 CALL SYMBOL(XX,MY(3),.14,'MEAN',0.0,4) 63 CALL PLOTND 64 101 FORMAT (3F6.1) 65 102 FORMAT (* »,3F6.1) 66 STOP 67 END 68 $DATA END OF FILE $C0PY *SKIP 94 $LIST P551.GRAPH2(*F) 1 C PROGRAM TO PLOT GRAPH 2 FOR THESIS DATA 2 C 3 REAL SI (3), DY(3), MY (3) , X(3)»Y(3), DUM (3) 4 READ (5, 101) (SY(I>, 1=1,3) 5 READ (5, 101) (DY(I), 1=1,3) 6 BEAD (5,101) (MY (I), 1=1,3) 7 WRITE (6, 102} (SY (I) , 1=1,3) 8 BEAD(5,101) (DUN (I ) , 1=1,3) 9 WRITE(6,102) (DY(I) , 1=1,3) 10 WRITE (6, 102) (MY (I), 1=1,3) 11 X1 = -5 12 X2 = 2-5 13 13 = 4-5 14 X (1) =0. 0 15 X(2)=6.0 16 Y(1)=0-0 17 Y(2)=0-0 1.8 CALL SCALE(DUM, 3,8.0, XMIN,DX,1) 19 WRITE(6,103) XMIN,DX 20 103 FORHAT('0',2F8.3) 21 DO 10 1=1,3 22 SY(I) = (SY(I) - XMIN)/DX 23 DY(I) = (DY(I) - XMIN)/DX 24 MY (I) = (MY (I) - XMIN)/DX 25 10 CONTINUE 26 WRITE(6,102) (SY (I) , 1=1,3) 27 WRITE (6,1 02) (DY (I) , 1=1,3) 28 WRITE (6,1 02) (MY ( I ) , 1=1,3) 29 CALL SYMBOL(2.0,9-0,.28,•FIGURE 4' ,0.0,8) 30 CALL SYMBOL(1.5,8.25,-14,»REPETITION EFFECT BY ITI',0.0,24 31 CALL AXIS (0.0,0.0,'REACTION TIME (MSEC) 20,7.5,90.0,XfllM, 32 CALL LINE (X,Y,2, 1) 33 CALL SYMBOL(X1,0.0,0.14,13,0.0,-1) 34 CALL SYMBOL(X2,0.0,0.14,13,0.0,-1) 35 CALL SYMBOL(X3,0.0,0. 14, 13,0.0,-1) 36 CALL SYMB0L(X1,~.25,- 14,»AE' ,0.0,2) 37 CALL SYMBOL (X2,-.25,. 14, »BE',0.0,2) 38 CALL SYMBOL(X3,-.25,.14,«DBE«,0.0,3) 39 CALL SYMBOL (2.0,-0.5,.14,'CONDITION•,0.0,9) 42 CALL SYMBOL (X1,SY(1) ,. 1 4,30,0.0,-1) 43 CALL DASHLN (0.07,0.07,0.07,0.07) 44 CALL PLOT (X2,SY (2) ,4) 45 CALL SYMBOL(X2,SY(2),.14,30,0.0,-1) 46 CALL PLOT (X3,SY (3) ,4) 47 CALL SYMBOL(X3,SY(3),.14,30,0.0,-1) 48 XX= X3 + .25 49 CALL SYMBOL (XX,SY(3)14,'SERIAL 9,0.0,6) 50 CALL SYMB0L(X1,DY (1) ,. 14,3,0.0,-1) 51 CALL DASHLN(0-14,0.14,0.14,0.14) 52 CALL PLOT (X2,DY (2) ,4) 53 CALL SYMB0L(X2,DY(2),.14,3,0.0,-1) 54 CALL PLOT (X3,DY (3) ,4) 55 CALL SYMBOL (X3,DY (3) ,.14,3,0.0,-1) 56 XX= X3 + .25 57 CALL SYMBOL (XX,DY(3) ,.14,'DISCRETE',0.0,8) 95 $LIST P551:GRAPH3(*F) 1 C PROGRAM TO PLOT GRAPH 3 FOR THESIS DATA 2 C 3 REAL SY(3), DY(3), SY (3) , X(3),Y(3), DUM(3) 4 READ (5, 101) (SY(I), 1 = 1,3) 5 READ{5,101) (DY (I), 1=1,3) 6 SEAD(5,101) (MY(I), 1=1,3) 7 WRITE(6,102) (SY (I) , 1=1,3) 8 READ (5, 101) (DUM(I), 1=1,3) 9 WRITE(6, 102) (DY (I) , 1=1,3) 10 WRITE (6,102) (HY(I), 1=1,3) 11 X1 = -5 12 X2 = 2-5 13 X3 = 4.5 14 X(1)=0-0 15 X(2)=6-0 16 Y(1)=0-0 17 Y(2)=0.0 18 CALL SCALE(DUM,3,8.0,XMIN,DX, 1) 19 WRITE(6,103) XHIN,DX 20 103 FORMAT (* 0 • , 2F8- 3) 21 DO 10 1=1,3 22 SY(I) = (SY(I) - XMIN)/DX 23 DY(I) = (DY(I) - XMIN)/DX 24 MY (I) = (MY(I) - XHIN)/DX 25 10 COHTIHOE 26 WRITE(6,102) (SY (I) , 1=1,3) 27 WRITE(6,102) (DY(I), 1=1,3) 28 WRITE(6,102) (MY (I), 1=1,3) 29 CALL SYMBOL (2.0,9-0,-28,* FIGURE 5*#0.0,8) 30 CALL SYMBOL (1-5,8.25,-14,'HYPOTHESIZED ITI BY P INTERACTIOJ 31 CALL PLOT (0.0,0.0,3) 31.25 CALL PLOT (0.0,7. 5,2) 31.5 CALL SYMBOL (-0-5#2. 0,-21,* REACTION TIME (MSEC) » , 90-0, 20) 31.6 CALL SYHBOL(0.0,7. 5,. 14,6,0.0,-1) 32 CALL LINE (X,Y, 2,1) 33 CALL SYMBOL(X1,0.0,0.07,13,0-0,-1) 34 CALL SYMB0L(X2,0.0,0.07,13,0.0,-1) 35 CALL SYMB0L(X3,0.0,0.07,13,0.0,-1) 36 CALL SYMBOL (X1,-.21,. 14,*P*,0-0,1) 38 CALL SYMBOL(X3,-.21.-14,»P*,0-0,1) 39 CALL SYMBOL(-6,-.25,.07,*.67* ,0.0,3) 40 CALL SYMBOL(2.6,-.25,.07,*.50*,0.0,3) 41 CALL SYMBOL (4.6,-.25,.07,*.33*,0.0,3) 42 CALL SYMBOL(2.0,-.5,-21,*PROBABILITY*,0.0,11) 43 CALL SYMBOL (X1,SY (1) ,- 14,30,0-0,-1) 44 CALL DASHLN (0.07,0.07,0.07,0.07) 45 CALL PLOT (X2,SY (2) ,4) 46 CALL SYMBOL(X2,SY(2),.14,30,0.0,-1) 47 CALL PL0T(X3,SY(3) ,4) 48 CALL SYMBOL(X3,SY(3),.14,30,0.0,-1) 49 XX= X3 + .25 50 CALL SYMBOL(XX,SY(3),.14,'SERIAL*,0.0,6) 51 CALL SYMB0L(X1,DY (1) ,.14,3,0.0,-1) 52 CALL DASHLN(0.14,0.14,0.14,0.14) 53 CALL PLOT (X2,DY (2) ,4) 54 CALL SYMB0L(X2,DY (2) ,. 14,3,0.0,-1) 55 CALL PLOT (X3 ,DY(3) ,4) 56 CALL SYMBOL (X3,DY (3) ,. 14,3,0.0,-1) 57 XX= X3 + .25 ' 58 CALL SYMBOL(XX,DY (3) ,.14,* DISCRETE*,0.0,8) 59 CALL SYMB0L(X1,MY (1) ,. 14,4,0.0,-1) 60 CALL SYMBOL(X2,MY (2) ,. 14,4,0.0,-2) 61 CALL SYMBOL(X3,MY (3) ,. 14,4,0.0,-2) 6 2 XX= X3 + .25 63 CALL SYMBOL (XX,MY (3),.14,'MEAN*,0.0,4) 64 CALL PLOTND 65 101 FORMAT(3F6.1) 66 102 FORMAT (' * , 3F6. 1) 67 STOP 68 END 69 $DATA END OF FILE $C0PY *SKIP 97 $LIST P551:GBAPH4(*F) 1 C PROGRAM TO PLOT GRAPH 4 FOR THESIS DATA 2 C 3 REAL SY (3) , DY (3) , SY (3) , X(3),Y(3), DUM (3) 4 READ (5, 101) (S¥(I), 1=1,3) 5 READ (5, 101) (DY(I), 1=1,3) 6 READ (5,101) (MY (I) , 1=1,3) 7 WRITE (6,102) (SY (I) , 1=1,3) 8 READ (5, 101) (DUM (I) , 1=1 , 3) 9 WRITE(6,102) (DY(I), 1=1,3) 10 HRITE(6,102) (MY (I) , 1=1,3) 11 X1 = -5 12 X2 = 2.5 13 X3 = 4.5 14 X(1)=0.0 15 X(2)=6.0 16 Y(1)=0.0 17 Y(2)=0.0 18 CALL SCALE(DUM,3,8.0,XMIN„DX,1) 19 WRITE(6,103) XMIN,DX 20 103 FORMAT(»0',2F8.3) 21 DO 10 1=1,3 22 SY(I) = (SY(I) - XMIN)/DX 23 DY(I) = (DY(I) - XMIN)/DX 24 H¥(I) = (MY (I) - XMIN)/DX 25 10 CONTINUE 26 WRITE(6,102) (SY(I), 1=1,3) 27 HRITE(6,102) (DY (I) , 1=1,3) 28 WRITE (6,102) (MY (I) , 1=1,3) 29 CALL SYMBOL(2-0,9.0,.28,'FIGURE 6'#0.0,8) 30 CALL SYMBOL(1.5,8.25,.14,'HYPOTHESIZED ITI BY COND INTERAC] 31 CALL PLOT (0-0,0.0,3) 31.25 CALL PLOT (0.0,7. 5,2) 31-5 CALL SYMBOL (-0-5, 2-0,- 21,'REACTION TIME (MSEC) » ,90-0, 20) 31.6 CALL S¥MB01(0.0,7. 5,. 14,6,0.0,-1) 32 CALL LINE (X,¥,2,1) 33 CALL SYMBOL(X1,0.0,0.14,13,0.0,-1) 34 CALL SYMBOL (X2,0.0,0. 14,13,0.0,-1) 35 CALL SYMBOL(X3,0.0,0.14,13,0.0,-1) 36 CALL SYMBOL (X1,-.25,.14,*AE',0.0,2) 37 CALL SYMBOL(X2,-.25,.14,'RE» ,0.0,2) 38 CALL SYMBOL(X3,-.25,.14,'DRE',0.0,3) 39 CALL SYMBOL(2.0,-0.5,. 14, 'CONDITION', 0.0, 9) 40 CALL SYMBOL(X1,SY(1),-14,30,0.0,-1) 41 CALL DASHLN (0-07,0.07,0.07,0-07) 42 CALL PLOT(X2,SY(2) ,4) 43 CALL SYMBOL (X2,SY (2) ,- 14,30,0.0,-1) 44 CALL PLOT (X3,SY (3) ,4) 45 CALL SYMBOL (X3,SY (3) ,. 1 4,30,0.0,-1) 46 XX= X3 + -25 47 CALL SYMBOL (XX,SY(3),.14,'SERIAL',0.0,6) 48 CALL SYMBOL (X1,DY(1),.14,3,0.0,-1) 49 CALL DASHLN(0.14,0.14,0-14,0.14) 50 CALL PLOT (X2,DY (2) ,4) 51 CALL SYMBOL(X2,DY(2),.14,3,0.0,-1) 52 CALL PLOT (X3,DY (3) ,4) 53 CALL SYMBOL (X3,DY (3) ,. 14,3,0-0,-1) 9 8 54 XX= X3 + .25 55 CALL SYMBOL(XX,DY(3),.14,'DISCRETE*,0.0,8) 56 CALL SYMB0L(X1,MY (1) ,-14,4,0.0,-1) 57 CALL SYMBOL (X2, MY (2) ,. 14,4,0.0,-2) 58 CALL SYMBOL (X3,MY (3) 14,4,0.0,-2) 59 XX= X3 + .25 60 CALL SYMBOL (XX,MY (3),.14,'MEAN*,0-0,4) 61 CALL PLOTND 62 101 FORMAT (3F6-1) 63 102 FORMAT(» »,3F6.1) 64 STOP 65 END 66 $DATA END OF FILE $COPY *SKIP APPENDIX HAS Data LEAF TOO OMITTED IN PAGE NUMBERING. 101 $C0PY TRIAL1 311 307-•309-•329 304 312-•331 3 35 306- 344 241-•274 26 2 362 3 08-299 01111 01 229-•265 9 99 390- 339- 338 337 353- 311- 325- 258 273 266-•26 8-328 315 01111 2 -333 317-•211-•317 372-•370 357 384-•355-•466-•307 385 382 410-•338-•318 01111 3 333 365 390--324- 327- 296- 260 999 358- 365- 266 409 326-•387-•380-391 01111 4 388 344 295-•266-310 379 333--330-•328- 331 422 333 36 8-•259-•326- 270 01111 5 -330 330 248-•325-270 277 276 376 368- 387 372-•338 279-•279 328 999 01111 6 301 272 272-•356- 213 285 254 263 266- 333 3 03-•402 311 -•329-431 390 01111 7 322-•349 274-•348- 345 312 272--268- 311 418 278-•367-•386-•341 329 261 01111 8 342-•332 476-•240 409-•369-•235 387 246-•392-253-•276 223- 277 196 477 01111 9 265 265-•379 344 364 270-•363--328- 296-302 999 244 249-•323-•302 340 01111 10 241 -•392 252 332 254-•399-•332--306 310-•522-•331-•249-•296 326 264- 406 01111 11 -293-•279-•249 348 288- 383- 299 390 241 331 341-•407-•224-•238 999 999 01111 12 314 357 519 373 312 337- 329 293-•346 999 304 299 284- 364- 266 333 01111 13 396-•422-•244-•295-387 361 380 317- 426- 259- 343 366 299-•310-346 999 01111 14 307 270-•402-336 392 246-•331--197-259 417 274 308- 447- 264- 337- 328 01111 15 438 274 236-•397-223 459 301 329 309- 310 137 323-•464 221 370-393 01111 16 -333 318 296 547-417-341 375 313- 387- 275- 315 434 256-•388-252 353 01111 17 267-•621-•313 380-466 386 298 431-364- 281- 574 359 308 358 354 999 01111 18 -290 408-•492 350-398-•633 285 318 304 283 273 268 252- 354 315- 451 01111 19 272 326 287 282- 346 320 301 290 312 293-415- 295 427 304 390- 300 01111 20 -320 326-•461-•267-306- 317 380 235-•532-309 352 349 316- 381-308 414 01111 21 306 589-•409 338- 366- 416 310 340 367- 319-360 369 352- 363-318- 355 01111 22 -508 379 325 330 325 330 325--413-206- 196 394 297 999-348 377-429 01111 23 -359- 620 349 343- 400- 291- 277 381 292 278-3 87-•281-383- 305 385 999 01111 24 288- 446 271 349-377-347 300 255 264 264-•393-352 312 276 354- 313 01111 25 -50 1-293 441 316 292- 320 999-•281 273 417 287-•271-34 2 386 316-364 01111 26 -355- 299 298 321-386- 290 376 355 330-370-291-•341-297- 288 362 290 01111 27 -407- 256 401 314 354- 378- 281 349-536 341-287 292- 387-396 344 340 01111 28 439-•376-•5 07 354 3 06-327- 269--267 459 274- 404-•341 429 354- 377-62 3 01111 29 -30 1-461 374 353 311- 323-425 310 423 400 352 320- 383 300 296 999 01111 30 -340 352 262 228 240 316 314 320-369 277-364 302 275 261 295- 250 02121 1 341 316 261 214 206 999 339 297-555-411 317-388- 25 8-232- 306 327 02121 2 316-•367-•353 288-650 368-397 281-226- 287 354 379 320-243- 288 365 02121 3 283-•393-•305-314- 284- 323 352 293 323-455-290 306 291-353-324- 302 02121 4 287 288-•399-262- 279 300 276--426-327-308 405 313 320- 282-34 0-325 02121 5 -142 356 257-332 34 7 330-386 266 330-421-310 342 383 999 361 999 02121 6 288- 275 302-303-291 262- 208 370 315-389-309 341 312-302-351-283 02121 7 -293 309 316- 386-313-337-202 334-301-256- 284 374 292 316-4 29-323 02121 8 306 286-•381-322 298 341 267 302-362-31 1-231-264 280 286 268-313 02121 9 -285 249 247- 38 9-313 278-334 260-354 312-351-325- 308 281-338 265 02121 10 -270 308 226 309-364- 635-281 311-371-285-296 287 287-273-284 279 02121 11 287 830 318-374-257 315 792 27 3 233-346 228 383 327 302 259 999 02121 12 361 320 3 05 253-301 388 309 999-361 339-321 300 349 307 417 288 02121 13 -386 290-379 264-404- 299 294 335-345 295-362-286 277 288-204-238 02121 14 318 286- 301-301-655 322 537 369- 382 316-443 290- 430-295-383 322 02121 15 -309 318- 362 327-338- 301 326 317 223- 265-247 999 999 271-362-306 02121 16 -318- 281 367 280 294 335-331-•346 392 285-374- 327 335 339 338-273 02121 17 -333- 325 305-437-287-332- 296 321 294-395-228-331-299 338 314 999 02121 18 -288-331-299 338 314-395- 372 657 305 290 331- 386- 331 33 6-370 356 02121 19 -304 290 289 304 305 999 281 306-367 315-382 296 310 275 371 319 02121 20 -292 403-410 349-3 97-369 264 323-290 318-278-250 281 308-354- 346 02121 21 279 311-264- 2 90-299 293 510 301-316 342-437 320- 395-328-300 310 02121 22 -332 368-380 380-290-294 295 309 269-234 425 451 303-300-294-340 02121 23 -386 296 260 375 322-328-325 285 266 999 324 298 269-294-322 999 02121 24 432-376-339-300-309 421 299-•355-239-314-316 304 30 7-360-34 3 330 02121 25 3 0 5 3 1 3 3 0 3 - - 3 5 6 - - 2 6 4 3 4 1 - - 4 0 2 3 8 3 - - 3 8 8 3 2 5 3 2 6 3 4 8 2 8 8 9 9 9 3 0 4 - - 3 4 7 0 2 1 2 1 2 6 - 3 5 5 - - 3 1 0 3 4 2 3 1 1 3 4 0 3 3 9 - - 3 8 3 - - 3 2 3 4 3 8 3 1 9 - - 3 2 4 - - 3 0 2 - - 2 5 1 - - 3 3 5 3 2 0 3 2 3 0 2 1 2 1 2 7 3 1 4 - - 3 0 0 - - 3 1 1 - - 3 0 8 3 4 3 3 2 8 - - 3 1 2 4 7 5 2 9 3 - - 3 3 1 2 9 5 - - 4 1 4 - - 3 1 7 - - 2 5 1 4 8 6 3 2 1 0 2 1 2 1 2 8 - 3 8 8 - - 2 8 8 3 5 9 2 8 4 3 3 1 - - 2 9 3 - - 3 0 8 - - 3 4 2 - - 3 3 1 - - 2 8 6 9 9 9 3 1 3 - - 4 0 8 - - 3 8 5 3 1 7 3 3 7 0 2 1 2 1 2 9 4 0 2 - - 2 9 7 3 2 3 3 0 9 2 8 2 - - 4 0 8 - - 3 0 7 - - 3 0 3 9 9 9 - - 3 2 7 3 3 1 3 0 3 2 7 6 9 9 9 - -4 8 6 9 9 9 0 2 1 2 1 3 0 - 5 3 4 4 5 2 3 3 6 4 6 1 3 7 8 3 4 0 - - 4 4 9 3 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359 463 01221 17 -304 313 327 940 363 380-303 261 278 999-•309-•369 358 383 311 999 01221 18 -304 311 417-•370-•306 410 999 343 106 999 999 999 999 999 999 999 01221 19 999-•266 999 381-•300 999 999-345 341 281 258 416-•253-•340 999 999 01221 20 278 273 260 426-•290 416 999 999 389-•380-•279 345 317 310 409 353 01221 21 999 354 352 348 999 999 999 999 329 444 325 301 406 350 999 444 01221 22 999 999 999 9 99 999 999 999 999 999 999 999 999 999 999 999 999 01221 23 25 3 294-•291 999 999-•387-291-•270 279 999-•340-•294 314 263 248 999 01221 24 -259- 286 247-•300 214-•269 274-•271-•260 247 185 999 999-•304 265 292 01221 25 -230-•216-•227-•282-•285 262 261 319-•259-285 293 342-•254-•387-404 999 01221 26 352- 296-•219 256 334 239-325 271 342 721 301-•398 299-•315 724 326 01221 27 359- 265 314-•269-269 260 257-•250-282 318 265-•220-•269-•228 258-•332 01221 28 362- 238 368-•287-•317 216-•351-•384 274 288-•275 369 283 308- 285-•280 01221 29 261 235 326-•271-•278-253- 263 240 235 250- 266-•307 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