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Langlands program

  • Robert P. Langlands

    Robert P. Langlands

  • Shtukas for Reductive Groups and Langlands Correspondence for Functions Fields

    Shtukas for Reductive Groups and Langlands Correspondence for Functions Fields

  • RELATIVE LANGLANDS This Is Based on Joint Work with Yiannis

    RELATIVE LANGLANDS This Is Based on Joint Work with Yiannis

  • Questions and Remarks to the Langlands Program

    Questions and Remarks to the Langlands Program

  • LANGLANDS' CONJECTURES for PHYSICISTS 1. Introduction This Is

    LANGLANDS' CONJECTURES for PHYSICISTS 1. Introduction This Is

  • The Role of the Ramanujan Conjecture in Analytic Number Theory

    The Role of the Ramanujan Conjecture in Analytic Number Theory

  • Quantization of the Riemann Zeta-Function and Cosmology

    Quantization of the Riemann Zeta-Function and Cosmology

  • Department of Mathematics University of Notre Dame

    Department of Mathematics University of Notre Dame

  • An Introduction to Motives I: Classical Motives and Motivic L-Functions

    An Introduction to Motives I: Classical Motives and Motivic L-Functions

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

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

  • The Langlands Program: Beyond Endoscopy

    The Langlands Program: Beyond Endoscopy

  • David Lyon the Physics of the Riemann Zeta Function

    David Lyon the Physics of the Riemann Zeta Function

  • The Langlands Program (An Overview)

    The Langlands Program (An Overview)

  • On the Genesis of Robert P. Langlands' Conjectures and His Letter to André

    On the Genesis of Robert P. Langlands' Conjectures and His Letter to André

  • Introduction to the Langlands Program (Number Theory Seminar, Berkeley, Fall 2017)

    Introduction to the Langlands Program (Number Theory Seminar, Berkeley, Fall 2017)

  • Shtukas for Reductive Groups and Langlands Correspondence for Function Fields

    Shtukas for Reductive Groups and Langlands Correspondence for Function Fields

  • Introduction to the Langlands Program

    Introduction to the Langlands Program

  • Langlands Duality and Topological Field Theory

    Langlands Duality and Topological Field Theory

Top View
  • Dffl `O˘U˚T¨L´Oˆo˝Kffl
  • Pariah Moonshine
  • Elementary Introduction to the Langlands Program. I
  • Electric-Magnetic Duality for Periods and L-Functions
  • Prerequisites for the Langlands Program∗
  • Lectures on Automorphic L-Functions JAMES ARTHUR and STEPHEN GELBART
  • The Unity and Breadth of Mathematics—From Diophantus to Today
  • The Langlands Program? Solomon Friedberg Communicated by Cesar E
  • Recent Advances in the Langlands Program
  • RIEMANN's ZETA FUNCTION and BEYOND Contents 1. Introduction 60 the Two Methods 61 2. Riemann's Integral Representation (1859
  • Arxiv:1803.03791V1 [Math.AG]
  • An Elementary Introduction to the Langlands Program
  • Disproof of Wiles' Proof for Fermat's Last Theorem
  • Elementary Introduction to the Langlands Program. IV
  • Introduction to the Langlands Program Winter 2013
  • Gauge Theory and Geometric Langlands
  • Arxiv:1906.11358V1 [Math.HO] 26 Jun 2019 a Hpdm Eerhcre Opoonl Sh A.T S We Use to Has
  • Introduction to the Langlands Program, by J. Bernstein and S. Gelbart (Editors), with Contributions by D


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