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Tate conjecture

  • Tate's Conjecture, Algebraic Cycles and Rational K-Theory In

    Tate's Conjecture, Algebraic Cycles and Rational K-Theory In

  • Monodromy and the Tate Conjecture-1

    Monodromy and the Tate Conjecture-1

  • Arxiv:1810.06480V3 [Math.AG] 10 May 2021 1.2.1

    Arxiv:1810.06480V3 [Math.AG] 10 May 2021 1.2.1

  • A REMARK on UNIFORM BOUNDEDNESS for BRAUER GROUPS 1. Introduction 1.1. Let K Be a Field of Characteristic P ≥ 0 and Let K Be A

    A REMARK on UNIFORM BOUNDEDNESS for BRAUER GROUPS 1. Introduction 1.1. Let K Be a Field of Characteristic P ≥ 0 and Let K Be A

  • The Mumford-Tate Conjecture for Drinfeld-Modules

    The Mumford-Tate Conjecture for Drinfeld-Modules

  • Sato-Tate Distributions

    Sato-Tate Distributions

  • Higher Brauer Groups

    Higher Brauer Groups

  • Arxiv:1606.01771V2 [Math.AG]

    Arxiv:1606.01771V2 [Math.AG]

  • Problems from the AIM Tate Conjecture Workshop July 23 to July 27, 2007 Transcribed by Christopher Lyons

    Problems from the AIM Tate Conjecture Workshop July 23 to July 27, 2007 Transcribed by Christopher Lyons

  • On the Tate Conjecture for Squares of K3 Surfaces Over Finite Fields

    On the Tate Conjecture for Squares of K3 Surfaces Over Finite Fields

  • The Artin-Tate Pairing on the Brauer Group of a Surface

    The Artin-Tate Pairing on the Brauer Group of a Surface

  • The Tate Conjecture for K3 Surfaces Over Finite Fields

    The Tate Conjecture for K3 Surfaces Over Finite Fields

  • On the Integral Tate Conjecture for 1-Cycles on the Product of a Curve

    On the Integral Tate Conjecture for 1-Cycles on the Product of a Curve

  • Note on the Counterexamples for the Integral Tate Conjecture Over Finite Fields

    Note on the Counterexamples for the Integral Tate Conjecture Over Finite Fields

  • Arxiv:1602.08354V1 [Math.NT] 26 Feb 2016 M´Exico

    Arxiv:1602.08354V1 [Math.NT] 26 Feb 2016 M´Exico

  • Tate Conjecture for Abelian Varieties, After Tate, Zarhin, Mori and Faltings

    Tate Conjecture for Abelian Varieties, After Tate, Zarhin, Mori and Faltings

  • Arxiv:1808.04783V3 [Math.AG]

    Arxiv:1808.04783V3 [Math.AG]

  • Recent Progress and Open Problems in Function Field Arithmetic — the Influence of John Tate’S Work

    Recent Progress and Open Problems in Function Field Arithmetic — the Influence of John Tate’S Work

Top View
  • Arxiv:1808.05851V5 [Math.AG] 27 Nov 2020 S Characteristic 1.1
  • Families of Motives and the Mumford–Tate Conjecture
  • The Tate Conjecture Organized by Dinakar Ramakrishnan and Wayne Raskind
  • Supersingular K3 Surfaces
  • Tate Conjecture for Abelian Varieties Over Number Fields
  • [Math.AG] 2 Dec 2020 on the Brauer Groups of Fibrations
  • Tate's Conjecture and the Tate-Shafarevich Group Over Global
  • The Tate Conjecture Over Finite Fields (AIM Talk)
  • Arxiv:1712.05397V3 [Math.AG]
  • Remarks on the Tate Conjecture for Beginners
  • ON the TATE and MUMFORD-TATE CONJECTURES in CODIMENSION ONE for VARIETIES with H2,0 = 1
  • Faltings's Proof of the Mordell Conjecture
  • The Tate Conjecture from Finiteness
  • The Tate Conjecture for a Concrete Family of Elliptic Surfaces
  • Recent Progress on the Tate Conjecture
  • Sato-Tate Distributions Arizona Winter School 2016
  • THE ORDER of HIGHER BRAUER GROUPS 1. Introduction Let X Be A
  • Finiteness of K3 Surfaces and the Tate Conjecture 11


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