Seminar
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| Location: | SLMath: Baker Board Room |
Keywords and Mathematics Subject Classification (MSC)
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Secondary Mathematics Subject Classification
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In this talk, I give an overview of a few strong tameness conditions on NIP theories, including VC-minimality, dp-minimality, and a few intermediate properties. Specifically, I discuss these properties in the context of ordered groups, abelian groups, fields, and valued fields. Time permitting, I conclude by talking about the VC-density problem in VC-minimal theories, exhibiting several approaches to the problem, including the UDTFS method and combinatorial methods. A portion of this work is joint with Chris Laskowski and another portion is joint with Joseph Flenner.
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