Naming an indiscernible sequence in NIP theories
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Naming an indiscernible sequence in NIP theories

  • Author(s): Chernikov, A
  • Simon, P
  • et al.
Abstract

In this short note we show that if we add predicate for a dense complete indiscernible sequence in a dependent theory then the result is still dependent. This answers a question of Baldwin and Benedikt and implies that every unstable dependent theory has a dependent expansion interpreting linear order.

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