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Several results on the almost good reduction property to the $q$-discrete Painlevé equations over the field of $p$-adic numbers
We report on the recent results in the theory of discrete integrable equations reduced modulo a prime number $p$ based on the previous results. This article mainly concerns the $q$-discrete analogues of the Painlevé equations. We first give a quick review of the idea of `almost good reduction', whic
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