BIRS Workshop Lecture Videos

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BIRS Workshop Lecture Videos

Retro-stability: The fine structure of classifiable theories Laskowski, Chris


We give (equivalent) friendlier definitions of classifiable theories strengthen known results about how an independent triple of models can be completed to a model. As well, we characterize when the isomorphism type of a weight one extension $N/M$ is uniquely determined by the non-orthogonality class of the relevant regular type and discuss when $N$ is prime over $Ma$ for some finite $a\in N$. This is part of an ongoing project with Elisabeth Bouscaren, Bradd Hart, and Udi Hrushovski.

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