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Crystalline cohomology

  • Noncommutative Counterparts of Celebrated Conjectures

    Noncommutative Counterparts of Celebrated Conjectures

  • Cycle Classes in Overconvergent Rigid Cohomology and a Semistable

    Cycle Classes in Overconvergent Rigid Cohomology and a Semistable

  • A Variational Tate Conjecture in Crystalline Cohomology

    A Variational Tate Conjecture in Crystalline Cohomology

  • Mathematisches Forschungsinstitut Oberwolfach Arithmetic and Differential Galois Groups

    Mathematisches Forschungsinstitut Oberwolfach Arithmetic and Differential Galois Groups

  • Holonomic D-Modules and Positive Characteristic

    Holonomic D-Modules and Positive Characteristic

  • Introduction to Motives

    Introduction to Motives

  • A Course on the Weil Conjectures

    A Course on the Weil Conjectures

  • P-ADIC ÉTALE COHOMOLOGY AND

    P-ADIC ÉTALE COHOMOLOGY AND

  • [Math.AG] 5 Oct 2001 Eddc Htteeaehdewt Seterm10.1)

    [Math.AG] 5 Oct 2001 Eddc Htteeaehdewt Seterm10.1)

  • Arxiv:2104.13448V1 [Math.NT] 27 Apr 2021 DMS-1440140

    Arxiv:2104.13448V1 [Math.NT] 27 Apr 2021 DMS-1440140

  • A Stacky Approach to Crystals

    A Stacky Approach to Crystals

  • Mathematisches Forschungsinstitut Oberwolfach Non-Archimedean

    Mathematisches Forschungsinstitut Oberwolfach Non-Archimedean

  • Overconvergent De Rham-Witt Cohomology for Algebraic Stacks

    Overconvergent De Rham-Witt Cohomology for Algebraic Stacks

  • Crystals and the De Rham Cohomology of Schemes A

    Crystals and the De Rham Cohomology of Schemes A

  • A Mini-Course on Crystalline Cohomology

    A Mini-Course on Crystalline Cohomology

  • Integral Crystalline Cohomology Over Very Ramified Valuation Rings

  • Introduction to Crystalline Cohomology

  • Comparison Theorems Between Crystalline and Étale Cohomology

Top View
  • What Is...A Motive?, Volume 51, Number 10
  • Cris Is for Crystalline Marc-Hubert Nicole 1. Cristalline Topology And
  • An Introduction to P-Adic Period Rings Xavier Caruso
  • [Math.NT] 20 Jul 2005 Fourier Transforms and P-Adic “Weil
  • Arxiv:2003.11037V3 [Math.AG] 1 Apr 2021 of K3 Surfaces, Which Has Now Become the Standard
  • P-Adic Cohomology: from Theory to Practice
  • Arxiv:1905.08229V3 [Math.AG] 25 Apr 2021 .Introduction 1
  • Search for a P-Adic Cohomology Theory
  • Cohomology Theories in Motivic Stable Homotopy Theory
  • Alexander Grothendieck: Enthusiasm and Creativity
  • INTEGRAL RELATIONS BETWEEN P-ADIC COHOMOLOGY THEORIES a PLAN for the UC BERKELEY NUMBER THEORY LEARNING SEMINAR, SPRING 2017
  • CRYSTALLINE COHOMOLOGY 07GI Contents 1. Introduction 1 2
  • Rigid Cohomology
  • Arxiv:2006.13550V3 [Math.AG] 5 Aug 2021
  • REPORT on WORKSHOP 17W5118 “P-ADIC COHOMOLOGY and ARITHMETIC APPLICATIONS”
  • Arxiv:1707.00752V4 [Math.AG] 1 Jun 2020 3
  • Grothendieck Topologies and Étale Cohomology


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