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Foundations of p-adic Teichmuller Theory
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Table of Contents

  • Introduction
  • Crys-stable bundles
  • Torally Crys-stable bundles in positive characteristic
  • VF-patterns
  • Construction of examples
  • Combinatorialization at infinity of the stack of nilcurves
  • The stack of quasi-analytic self-isogenies
  • The generalized ordinary theory
  • The geometrization of binary-ordinary Frobenius liftings
  • The geometrization of spiked Frobenius liftings
  • Representations of the fundamental group of the curve
  • Ordinary stable bundles on a curve
  • Bibliography
  • Index

About the Author

Shinichi Mochizuki, Research Institute for the Mathematical Sciences, Kyoto, Japan.

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