The

**1964** C D Papakyriakopoulos

... for his papers "On Solid Tori", and "On Dehn's lemma and the asphericity of knots".

... for his papers "The space of loops on a Lie group", and "The stable homotopy of the classical groups".

... for his contributions to various aspects of differential topology.

... for their work on the generalized Schoenflies theorem.

... for his paper "Stable homeomorphisms and the annulus conjecture".

... for his work on the Hauptvermutung summarized in the paper "On the Hauptvermutung for manifolds".

... for his work on foliations.

... for his work on minimal varieties and characteristic forms.

... for his work relating topological and geometric properties of Riemannian manifolds.

... for his work in nonlinear partial differential equations, his contributions to the topology of differentiable manifolds, and for his work on the complex Monge-Ampère equation on compact complex manifolds.

... for his work in differential geometry and, in particular, the solution of the four-dimensional Poincaré conjecture.

... for his work on the topology of low-dimensional manifolds, and to Clifford H Taubes for his foundational work in Yang-Mills theory.

... for his continuing study of the Ricci flow and related parabolic equations for a Riemannian metric, and to Gang Tian for his contributions to geometric analysis.

... for his work in differential geometry, to Yakov Eliashberg for his work in symplectic and contact topology, and to Michael J Hopkins for his work in homotopy theory.

... in recognition of his work in geometric topology, in particular, the topology of3-dimensional manifolds.

2007 Peter Ozsváth and Zoltán Szabó... for their joint contributions to both three- and four-dimensional topology through the development of deep analytical techniques and applications.

... for their contributions to3- and4-dimensional topology through their Heegaard Floer homology theory.

... for their profound work on minimal surfaces

... for his fundamental contributions to symplectic geometry.

... for his many fundamental contributions to hyperbolic geometry,3-manifold topology, and geometric group theory

... for his deep work establishing subgroup separability(LERF)for a wide class of groups and for introducing and developing with Frédéric Haglund the theory of special cube complexes which are of fundamental importance for the topology of three-dimensional manifolds.

... for their profound work on minimal surfaces; and to Paul Seidel for his fundamental contributions to symplectic geometry.

History of the AMS

Presidents of the AMS

AMS Colloquium Lecturers

AMS Gibbs Lecturers

**AMS Prizes:**

AMS/SIAM Birkhoff Prize

AMS Bôcher Prize

AMS Cole Prize in Algebra

AMS Cole Prize in Number Theory

AMS Conant Prize

AMS Fulkerson Prize

AMS Satter Prize

AMS Steele Prize

AMS Veblen Prize

AMS Wiener Prize

**Other Web site:**

Index of Societies | Index of Honours, etc. |

Main index | Biographies Index |

JOC/EFR February 2019

The URL of this page is:

https://www-history.mcs.st-andrews.ac.uk/history/Societies/AMSVeblenPrize.html