• Title of article

    p-Adic multi-zeta values

  • Author/Authors

    Sinan Unver، نويسنده ,

  • Issue Information
    روزنامه با شماره پیاپی سال 2004
  • Pages
    46
  • From page
    111
  • To page
    156
  • Abstract
    Let X be the projective line minus 0,1, and ∞ over . The aim of the following is to give a series representations of the p-adic multi-zeta values in the depth two quotient. The approach is to use the lifting of the frobenius which is not a good choice near 1, but which gives simple formulas away from 1, and to relate the action of frobenius on the de Rham path from 0 to ∞ and on the one from 0 to 1. Also some relations between the p-adic multi-zeta values of depth two are obtained.
  • Keywords
    Multiple zeta values , Projective line minus three points , Crystalline frobenius
  • Journal title
    Journal of Number Theory
  • Serial Year
    2004
  • Journal title
    Journal of Number Theory
  • Record number

    715629