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Arithmetic Differential Equations of Painleve' VI Type

Published 15 Jul 2013 in math.NT | (1307.3841v2)

Abstract: Using the description of Paileve' VI family of differential equations in terms of a universal elliptic curve, going back to R. Fuchs (cf. [Ma96]), we translate it into the realm of Arithmetic Differential Equations (cf. [Bu05]), where the role of derivative "in the $p$--adic direction" is played by a version of Fermat quotient

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