Defines FHP theories via the Fractional Helly Property as a new subclass of low NTP2 theories, provides algebraic examples, and derives partial results on forking combinatorics and two-cardinal counting functions.
Definable regularity lemmas for NIP hypergraphs
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Fractional Helly property and combinatorics of forking in NTP$_2$ theories
Defines FHP theories via the Fractional Helly Property as a new subclass of low NTP2 theories, provides algebraic examples, and derives partial results on forking combinatorics and two-cardinal counting functions.