Newsletters

Interviews

Contributed Articles

In this issue of the Newsletter

Milestones and Prizes

Congratulations to John Pardon on winning the New Horizons in Mathematics Prize for important results in geometry and topology, particularly in the field of symplectic geometry and pseudo-holomorphic curves, which are certain types of smooth surfaces in manifolds.

From Billiard Dynamics to Riemann Surfaces

From Billiard Dynamics to Riemann Surfaces. By Samuel Grushevsky Teichmuller Dynamics via Algebraic Geometry

Random Paths and Purpose: A Conversation with Scott Sheffield

Random Paths and Purpose: A Conversation with Scott Sheffield. Interview by Evita Nestoridi

Random Paths to Quantum Field Theory

Random Paths to Quantum Field Theory. By Antti Kupiainen
News XXIV
View our latest talks in the video portal

In the news

John Pardon Awarded the New Horizons in Mathematics Prize
Uppsala University, Sweden, Awards Prestigious Honorary Doctorate to Dr. Nikita Nekrasov
The Simons Center Congratulates Board of Trustee Chairman Yakov Eliashberg, co-recipient of the BBVA Foundation Frontiers of Knowledge Award, along with Professor Claire Voisin
Nikita Nekrasov Awarded 2023 Dannie Heineman Prize for Mathematical Physics

Topology Seminar Series: Steven Sivek, Harvard

Title: Naturality In Sutured Monopole Homology Speaker: Steven Sivek, Harvard Date: Thursday, May 16, 2013 Time: 11:30am – 12:30pm Place: Seminar Room 313, Simons Center         [box, type=”download”]Watch the video.[/box] Abstract: Kronheimer and Mrowka defined a version of monopole Floer homology which assigns to any balanced sutured manifold a module up to isomorphism. … Read more

Mock Modular Forms, Moonshine, and String Theory: August 26 – 30, 2013

Organized by Miranda Cheng, Matthias Gaberdiel, and Terry Gannon. Dates: August 26 – 30, 2013 Since 2010, there has been a rapid development in the study of moonshine phenomena relating mock modular forms and finite groups. Following the observation in 2010 on the relation between the elliptic genus of K3 surfaces and the largest Mathieu … Read more

Conformal Invariance in Continuous and Discrete Systems: April 8 – 12, 2013

Organized by John Cardy, Greg Lawler and Paul Wiegmann   The workshop will focus on the mathematical and physical understanding of the interrelations between Conformal Field Theory and Schramm Loewner Evolution, as well as their relation to discrete lattice systems such as percolation, Ising models, Potts models, loop models, and dimers. The other topics covered … Read more

1 … 73 74 75 76 77 … 88