Approximation exponents for algebraic functions in positive characteristic

Volume 60 / 1992

Bernard de Mathan Acta Arithmetica 60 (1992), 359-370 DOI: 10.4064/aa-60-4-359-370

Abstract

In this paper, we study rational approximations for algebraic functions in characteristic p > 0. We obtain results for elements satisfying an equation of the type $α = (Aα^q+B)/(Cα^q+D)$, where q is a power of p.

Authors

  • Bernard de Mathan

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