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

geometry and islamic art

Valerie Gonzalez works at the Institute for the Study of Islamic civilization of the Aga Khan University in London. She attended the workshop on “Strings, supersymmetry and gauge theories,” held at Stony Brook, where she told an attentive audience of string theorists and mathematicians about the close relationship between geometric abstraction and sacred art.

Simons Summer Workshops 2003 through 2010

Summer Workshop 2010 Summer Workshop 2009 Summer Workshop 2008 Summer Workshop 2007 Summer Workshop 2006 Summer Workshop 2005 Summer Workshop 2004 Summer Workshop 2003

entropic gravity

An interview with Erik Verlinde. The Dutch physicist, now at the Institute for Theoretical Physics, University of Amsterdam, was recently awarded the $2.5 million Spinoza Prize for his recent idea on entropic gravity.

the axiverse

An interview with Sergei Dubovsky. The Russian physicist, now at the Center for Cosmology and Particle Physics at NYU, is an expert in physics beyond the Standard Model. He is a strong advocate of the Multiverse scenario of String Theory.

the formula of love

An interview with Edward Frenkel. After leaving Russia, Frenkel obtained his PhD at Harvard University and he is now at Berkeley. His famous work on affine algebras led to the recent breakthroughs in the Geometric Langlands program and its relation to quantum field theory.