Detecting the $\beta$-family in iterated algebraic K-theory of finite fields

23 Oct 2018 Angelini-Knoll Gabe

The Lichtenbaum-Quillen conjecture (LQC) relates special values of zeta functions to algebraic K-theory groups. The Ausoni-Rognes red-shift conjectures generalize the LQC to higher chromatic heights in a precise sense... (read more)

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Categories


  • K-THEORY AND HOMOLOGY
  • ALGEBRAIC TOPOLOGY
  • NUMBER THEORY