28 citations · 71 across the 8 of their papers we have counts for
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math.LO2011★ 25 cited
Tree indiscernibilities, revisited
Byunghan Kim, Hyeung-Joon Kim, Lynn Scow
We give definitions that distinguish between two notions of indiscernibility for a set $\{a_η\mid η\in \W\}$ that saw original use in \cite{sh90}, which we name \textit{$\s$-} and…
math.LO2011
Characterization of NIP theories by ordered graph-indiscernibles
Lynn Scow
We generalize the Unstable Formula Theorem characterization of stable theories from \citep{sh78}: that a theory is stable just in case any infinite indiscernible sequence in a…