ALGEBRAIC INDEPENDENCE OF PERIODS AND LOGARITHMS OF DRINFELD MODULES Academic Article uri icon

abstract

  • Let
    ho
    be a Drinfeld A 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
    ho
    are those coming from linear relations induced by endomorphisms of
    ho
    .

published proceedings

  • JOURNAL OF THE AMERICAN MATHEMATICAL SOCIETY

author list (cited authors)

  • Chang, C., Papanikolas, M. A., & Conrad, B.

citation count

  • 17

complete list of authors

  • Chang, Chieh-Yu||Papanikolas, Matthew A||Conrad, Brian

publication date

  • January 2012