A dependent theory with few indiscernibles

by Kaplan and Shelah. [KpSh:975]
Israel J Math, 2014
We continue the work started in [KpSh:946], and prove the following theorem: For every theta there is a dependent theory T of size theta such that for all kappa and delta, kappa-> (delta)_{T,1} iff kappa-> (delta)_{theta}^{< omega} .


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