Abstract
We establish a coloring theorem for successors of singular cardinals, and use it prove that for any such cardinal $\mu$, we have $\mu^+\nrightarrow[\mu^+]^2_{\mu^+}$ if and only if $\mu^+\nrightarrow[\mu^+]^2_{\theta}$ for arbitrarily large $\theta < \mu$.
Citation
Todd Eisworth. "Getting more colors I." J. Symbolic Logic 78 (1) 1 - 16, March 2013. https://doi.org/10.2178/jsl.7801010
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