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  1. Maximal Stable Quotients of Invariant Types in Nip Theories.Krzysztof Krupiński & Adrián Portillo - forthcoming - Journal of Symbolic Logic:1-25.
    For a NIP theory T, a sufficiently saturated model ${\mathfrak C}$ of T, and an invariant (over some small subset of ${\mathfrak C}$ ) global type p, we prove that there exists a finest relatively type-definable over a small set of parameters from ${\mathfrak C}$ equivalence relation on the set of realizations of p which has stable quotient. This is a counterpart for equivalence relations of the main result of [2] on the existence of maximal stable quotients of type-definable groups (...)
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