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Ground field

  • Field Theory Pete L. Clark

    Field Theory Pete L. Clark

  • Geometry on Grassmannians and Applications to Splitting Bundles and Smoothing Cycles

    Geometry on Grassmannians and Applications to Splitting Bundles and Smoothing Cycles

  • Chapter 2 Affine Algebraic Geometry

    Chapter 2 Affine Algebraic Geometry

  • Vector Space Theory

    Vector Space Theory

  • Issue 118 ISSN 1027-488X

    Issue 118 ISSN 1027-488X

  • A Kleiman–Bertini Theorem for Sheaf Tensor Products

    A Kleiman–Bertini Theorem for Sheaf Tensor Products

  • 2018-06-108.Pdf

    2018-06-108.Pdf

  • Prizes and Awards

    Prizes and Awards

  • Topics in Algebraic Geometry I. Berkovich Spaces

    Topics in Algebraic Geometry I. Berkovich Spaces

  • On the Algebraic Theory of Fields

    On the Algebraic Theory of Fields

  • A Primer on Zeta Functions and Decomposition Spaces

    A Primer on Zeta Functions and Decomposition Spaces

  • Affine Grassmannians and Geometric Satake Equivalences

    Affine Grassmannians and Geometric Satake Equivalences

  • Geometry on Grassmannians and Applications to Splitting Bundles and Smoothing Cycles

    Geometry on Grassmannians and Applications to Splitting Bundles and Smoothing Cycles

  • Arithmetic Geometry in Characteristic 푝 Renee Bell, Julia Hartmann, Valentijn Karemaker, Padmavathi Srinivasan, and Isabel Vogt

    Arithmetic Geometry in Characteristic 푝 Renee Bell, Julia Hartmann, Valentijn Karemaker, Padmavathi Srinivasan, and Isabel Vogt

  • Lecture 8. the Grothendieck Ring of Varieties and Kapranov's Motivic

    Lecture 8. the Grothendieck Ring of Varieties and Kapranov's Motivic

  • Field of Moduli Versus Field of Definition (*)

    Field of Moduli Versus Field of Definition (*)

  • Lie Algebra, Semi-Simple - Encyclopedia of Mathematics

    Lie Algebra, Semi-Simple - Encyclopedia of Mathematics

  • APPENDIX 1. QUOTIENTS by FINITE GROUP ACTIONS and GROUND FIELD EXTENSIONS of ALGEBRAIC VARIETIES We Recall in This Appendix Some

    APPENDIX 1. QUOTIENTS by FINITE GROUP ACTIONS and GROUND FIELD EXTENSIONS of ALGEBRAIC VARIETIES We Recall in This Appendix Some

Top View
  • Integral Motives and Special Values of Zeta Functions
  • A Primer on Zeta Functions and Decomposition Spaces
  • Zeta Functions in Algebraic Geometry Mircea Mustat˘A
  • Motivic Zeta Functions for Curve Singularities
  • Arxiv:1708.06076V2 [Math.AG]
  • Solving Power Series Equations. II. Change of Ground Field
  • New York Journal of Mathematics Fields of Definition and Belyi Type Theorems for Curves and Surfaces
  • The Tropical Grassmannian
  • LARGE FIELDS in DIFFERENTIAL GALOIS THEORY Introduction Large Fields Play a Central Role in Field Arithmetic and Modern Galois T
  • The Abdus Sallam International Centre for Theoretical Physics
  • ALGEBRAIC NUMBER THEORY Romyar Sharifi
  • The Geometry of Schemes


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