Foundations of p-adic Teichmuller theory : AMSIP volume 11

By: Mochizuki, ShinichiMaterial type: Computer fileComputer fileSeries: AMS/IP Studies in Advanced Mathematics ; v. 11Publication details: Providence, R.I. :;[Cambridge, Mass.] : American Mathematical Society : International Press, 1999Description: 1 online resource (xii, 529 p. : ill.)ISBN: 9781470417413 (online)Subject(s): p-adic analysis | Teichmuller spacesLOC classification: QA337Online resources: Click here to access online
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
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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

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