A position in infinite chess with game value $ω^4$

Name: A position in infinite chess with game value $ω^4$
Author: C. D. A. Evans, Joel David Hamkins, Norman Lewis Perlmutter

C. D. A. Evans, Joel David Hamkins, Norman Lewis Perlmutter

paper2015-10-28English

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game theory economicsarxiv

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We present a position in infinite chess exhibiting an ordinal game value of $ω^4$, thereby improving on the previously largest-known values of $ω^3$ and $ω^3\cdot 4$.

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