Search Clay Mathematics Institute

  • About
    About
    • About
    • History
    • Principal Activities
    • Who’s Who
    • CMI Logo
    • Policies
  • Programs & Awards
    Programs & Awards
    • Programs & Awards
    • Funded programs
    • Fellowship Nominations
    • Clay Research Award
    • Dissemination Award
  • People
  • The Millennium Prize Problems
    The Millennium Prize Problems
    • The Millennium Prize Problems
    • Birch and Swinnerton-Dyer Conjecture
    • Hodge Conjecture
    • Navier-Stokes Equation
    • P vs NP
    • Poincaré Conjecture
    • Riemann Hypothesis
    • Yang-Mills & the Mass Gap
    • Rules for the Millennium Prize Problems
  • Online resources
    Online resources
    • Online resources
    • Books
    • Video Library
    • Lecture notes
    • Collections
      Collections
      • Collections
      • Euclid’s Elements
      • Ada Lovelace’s Mathematical Papers
      • Collected Works of James G. Arthur
      • Klein Protokolle
      • Notes of the talks at the I.M.Gelfand Seminar
      • Quillen Notebooks
      • Riemann’s 1859 Manuscript
  • Events
  • News

Home — Resource — The Poincaré Conjecture

The Poincaré Conjecture

The conference to celebrate the resolution of the Poincaré conjecture, which is one of CMI’s seven Millennium Prize Problems, was held at the Institut Henri Poincaré in Paris.  Several leading mathematicians gave lectures providing an overview of the conjecture — its history, its influence on the development of mathematics, and, finally, its proof.  This volume contains papers based on the lectures at that conference.  Taken together they form an extrordinary record of the work that went into the solution of one of the great problems in mathematics.

Authors:  Michael Atiyah, Simon K. Donaldson, David Gabai, Mikhail Gromov, Curtis T. McMullen, Robert Meyerhoff, Peter Milley, John W. Morgan, Gang Tian

Available at the AMS Bookstore

Details

Editors: James Carlson

Downloads

The Poincaré Conjecture PDF
The Poincaré Conjecture cover
  • Privacy Policy
  • Contact CMI

© 2025 Clay Mathematics Institute

Site by One