Algebraic independence of periods and logarithms of Drinfeld modules (with an appendix by Brian Conrad)
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Let rho be a Drinfeld A-module with generic characteristic defined over an algebraic function field. We prove that all of the algebraic relations among periods, quasi-periods, and logarithms of algebraic points on rho are those coming from linear relations induced by endomorphisms of rho.
author list (cited authors)
Chang, C., & Papanikolas, M. A.