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Hasse principle

  • Hasse Principles for Higher-Dimensional Fields 3

    Hasse Principles for Higher-Dimensional Fields 3

  • Conics Over Function Fields and the Artin-Tate Conjecture José Felipe

    Conics Over Function Fields and the Artin-Tate Conjecture José Felipe

  • Counterexamples to the Hasse Principle

    Counterexamples to the Hasse Principle

  • Algebraic Tori — Thirty Years After

    Algebraic Tori — Thirty Years After

  • Cohomological Hasse Principle and Motivic Cohomology for Arithmetic Schemes

    Cohomological Hasse Principle and Motivic Cohomology for Arithmetic Schemes

  • Counterexamples to the Local-Global Principle for Non-Singular Plane Curves and a Cubic Analogue of Ankeny-Artin-Chowla-Mordell Conjecture

    Counterexamples to the Local-Global Principle for Non-Singular Plane Curves and a Cubic Analogue of Ankeny-Artin-Chowla-Mordell Conjecture

  • The Hasse Principle and the Brauer-Manin Obstruction for Curves

    The Hasse Principle and the Brauer-Manin Obstruction for Curves

  • Episodes in the History of Modern Algebra (1800–1950)

    Episodes in the History of Modern Algebra (1800–1950)

  • L-Functions and Non-Abelian Class Field Theory, from Artin to Langlands

    L-Functions and Non-Abelian Class Field Theory, from Artin to Langlands

  • Arxiv:1711.05231V2 [Math.NT]

    Arxiv:1711.05231V2 [Math.NT]

  • P-Adic Numbers and the Hasse Principle Otmar Venjakob

    P-Adic Numbers and the Hasse Principle Otmar Venjakob

  • Counterexamples to the Hasse Principle

    Counterexamples to the Hasse Principle

  • The Riemann Hypothesis in Characteristic P, Its Origin and Development Part 2

    The Riemann Hypothesis in Characteristic P, Its Origin and Development Part 2

  • Genus One Fibrations and Vertical Brauer Elements on Del Pezzo

    Genus One Fibrations and Vertical Brauer Elements on Del Pezzo

  • A Hasse Principle for Function Fields

    A Hasse Principle for Function Fields

  • The Hasse Principle for Pairs of Diagonal Cubic Forms

    The Hasse Principle for Pairs of Diagonal Cubic Forms

  • RATIONAL POINTS on SURFACES the Goal Of

    RATIONAL POINTS on SURFACES the Goal Of

  • Arxiv:1411.7775V1 [Math.NT] 28 Nov 2014 Ompicpe O Xml,Tehsenr Rnil Od If: Holds Principle Norm Hasse the Example, for Principle

    Arxiv:1411.7775V1 [Math.NT] 28 Nov 2014 Ompicpe O Xml,Tehsenr Rnil Od If: Holds Principle Norm Hasse the Example, for Principle

Top View
  • CURVES OVER GLOBAL FIELDS VIOLATING the HASSE PRINCIPLE Contents Notation 2 1. Introduction 2 1.1. Statements of Results 2 1.2
  • Local-Global Principles for Quadratic Forms
  • The Local-Global Principle
  • A New Form of the Circle Method, and Its Application to Quadratic Forms
  • The Grunwald—Wang Theorem and Isomorphic Radical Extensions
  • Hasse Principle for Three Classes of Varieties Over Global Function Fields
  • This Electronic Thesis Or Dissertation Has Been Downloaded from Explore Bristol Research
  • Obstructions to the Hasse Principle and Weak Approximation on Del Pezzo Surfaces of Low Degree
  • DIVISION ALGEBRAS and QUADRATIC RECIPROCITY For
  • Rational and Integral Points on Higher-Dimensional Varieties the American Institute of Mathematics
  • Two Problems Related to the Circle Method
  • Brauer-Manin Obstructions to Integral Points
  • Brauer and Etale Homotopy Obstructions to Rational Points on Open Covers
  • Arxiv:1612.01440V1 [Math.NT] 5 Dec 2016 ( Ihrdcddiscriminant Reduced with Hoe 1
  • The Hasse Principle for Pairs of Diagonal Cubic Forms
  • Hasse Principle for Generalised Kummer Varieties
  • Brauer Groups and the Hasse Principle
  • A Hasse Principle for Quadratic Forms Over Function Fields


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