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The integral symplectic groups and the eichler trace of ℤp actions of Riemann surfaces Yang, Qingjie

Abstract

Every conformal automorphism on a compact connected Riemann surface S of genus g gives rise to a matrix A in the integral symplectic group SP[sub 2g](ℤ) by passing to the first homology group. [NOTE: The remainder of the abstract cannot be reproduced here; please see pp.3-4 of the accompanying pdf file].

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