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Pairing

  • Clean Rings & Clean Group Rings

    Clean Rings & Clean Group Rings

  • Frobenius Algebra Structure in Hopf Algebras and Cohomology Ring with Poincaré Duality

    Frobenius Algebra Structure in Hopf Algebras and Cohomology Ring with Poincaré Duality

  • Dieudonné Modules and P-Divisible Groups Associated with Morava K

    Dieudonné Modules and P-Divisible Groups Associated with Morava K

  • Pairing-Based Cryptography in Theory and Practice

    Pairing-Based Cryptography in Theory and Practice

  • P-Adic Hodge Theory (Math 679)

    P-Adic Hodge Theory (Math 679)

  • Arxiv:1905.04626V2 [Math.AG] 4 Mar 2020 H Iosfudto Gat#175,Respectively

    Arxiv:1905.04626V2 [Math.AG] 4 Mar 2020 H Iosfudto Gat#175,Respectively

  • Diapos / Slides

    Diapos / Slides

  • 24 Divisors and the Weil Pairing

    24 Divisors and the Weil Pairing

  • Elementary Group-Theoretic Approach to Pairings∗

    Elementary Group-Theoretic Approach to Pairings∗

  • NONCOMMUTATIVE RINGS Michael Artin

    NONCOMMUTATIVE RINGS Michael Artin

  • Random Maximal Isotropic Subspaces and Selmer Groups

    Random Maximal Isotropic Subspaces and Selmer Groups

  • Report on Pairing-Based Cryptography

    Report on Pairing-Based Cryptography

  • The Weil Pairing, and Its Efficient Calculation

    The Weil Pairing, and Its Efficient Calculation

  • The Hodge-Tate Decomposition Via Perfectoid Spaces Arizona Winter School 2017

    The Hodge-Tate Decomposition Via Perfectoid Spaces Arizona Winter School 2017

  • Dual Pairing Vector Space

    Dual Pairing Vector Space

  • Efficient Hidden Vector Encryptions and Its Applications

    Efficient Hidden Vector Encryptions and Its Applications

  • Group Theory

    Group Theory

  • Abstract Algebra. Introduction to Group Theory

    Abstract Algebra. Introduction to Group Theory

Top View
  • ALGEBRAIC NUMBER THEORY Contents Introduction
  • Self Cup Products and the Theta Characteristic Torsor
  • Notes in Ring Theory
  • Bilinear Forms
  • P-ADIC HEIGHTS and P-ADIC HODGE THEORY D
  • Pairing-Based Identification Schemes
  • HOCHSTER's THETA INVARIANT and the HODGE-RIEMANN BILINEAR RELATIONS 1. Introduction If R Is a Hypersurface
  • Math 396. Tensor Algebras, Tensor Pairings, and Duality (This Handout
  • Frobenius Algebras and Comultiplication A.Ramesh Kumar Assistant Professor, Department of Mathematics, Srimed Andavan Arts & Science College, Trichy-05
  • Notes on Introductory Algebraic Number Theory
  • Fundamental Aspects of Pairing Based Cryptography
  • Grothendieck's Pairing on Component Groups of Jacobians
  • A Variant of BLS Signature Scheme with Tight Security Reduction
  • The Semi-Generic Group Model and Applications to Pairing-Based Cryptography⋆
  • BLS Signatures in PROTECT
  • 5 Dedekind Extensions
  • Pairing Computation on Elliptic Curves with Efficiently Computable
  • An Explicit Computation of the Blanchfield Pairing for Arbitrary Links


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