CLASSIFICATION THEORY FOR ELEMENTARY CLASSES WITH THE DEPENDENCE PROPERTY-A MODEST BEGINNING

By Saharon Shelah. 2004

59 citations recorded by the source corpus.

View Paper: https://www.semanticscholar.org/paper/d94030a83ea629b33e61cfae415827a6895bddc1

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1. Hans Adler

Citations in the corpus

• On NIP and invariant measures (2007, methodology): “A final question is whether given a definable group G in a NIP theory T , there are some reasonable assumptions which imply that G/G00 is semi-ominimal (in the Shelah expansion) or at least o-minimally analysable.”
• Groups, measures, and the NIP (2006, unknown): “Recall Shelah's result that T is stable iff T does not have the strict order property and does not have the independence property (see [26].”
• Introduction to theories without the independence property (2008, methodology): “If we apply this to a suitable κ > |T |, we see that having the independence property or not can always be detected by counting types, just not (in general) in the original model of ZFC.”