BIRS Workshop Lecture Videos

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BIRS Workshop Lecture Videos

Non-forking and preservation of NIP types Kaplan, Itay


Adler, Casanovas and Pillay proved that if p is a complete stable type over a set B which does not fork over a set A, then the restriction of p to A is also stable. I will address the analogous question, replacing stable with NIP. In addition I will present a new proof for the stable case which uses elementary techniques.

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