A dependent theory with few indiscernibles

Details A dependent theory with few indiscernibles A dependent theory with few indiscernibles

2010-10-03

arxiv.org/abs/1010.0388v2

Mathematics

Logic

Scientific paper

We continue the work started in [arXiv:1009.5420], and prove the following
theorem: For every $\theta$ there is a dependent theory $T$ of size $\theta$
such that for all $\kappa$ and $\delta$, $\kappa\to(\delta)_{T,1}$ iff
$\kappa\to(\delta)_{\theta}^{<\omega}$.

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