Fluid flows: from graphene to planet atmospheres: March 20-24, 2017

Organized by: Gregory Falkovich, Leonid Levitov and Alexander Zamolodchikov. Fluid mechanics in two dimensions has wide range of applications and possesses unique mathematical properties which are far from being fully explored and used. Even laminar and regular flows in two dimensions are of great interest ranging from microfluidics to emerging hydrodynamics of current flows in … Read more

2017 Many Electron Collaboration Summer School: June 16 – 23, 2017

Fourth Annual Summer School: Simons Collaboration on the Many Electron Problem: June 19 – 23, 2017 The Simons Collaboration on the Many Electron Problem will hold its fourth annual summer school June 19-23 at the Simons Center for Geometry and Physics at Stony Brook University. 55 collaboration members and guests will participate. Organized by collaboration … Read more

Categorification in Mathematical Physics: April 9 – 13, 2018

Organized by: Eugene Gorsky, Sergei Gukov, Mikhail Khovanov, Andrei Negut, and Piotr Sułkowski Categorification is one of the deepest ideas in contemporary mathematics. As the name indicates, it aims to generalize various statements to a categorical level, replacing sets by categories, functions by functors, etc. It led to important developments in various branches of mathematics, … Read more

Mass in General Relativity: March 26 – 30, 2018

Workshop: Mass in General Relativity March 26-30, 2018 Organized by: Piotr Chrusciel, Richard Schoen, Christina Sormani, Mu-Tao Wang, and Shing-Tung Yau Due to the equivalence principle and the lack of an absolute space, the understanding of the fundamental notion of mass in general relativity has been subtle since Einstein’s time.  Arnowitt-Deser-Misner gave the well-defined definition … Read more

Applied Newton-Cartan geometry: March 6-10, 2017

Organized by: Eric Bergshoeff, Gary Gibbons, Rob Leigh, Djordje Minic, and Dam Thanh Son. Recent studies of non-AdS holography involving Lifshitz spacetimes have led to a boundary conformal field theory coupled to an extension of Newton-Cartan geometry that includes twistless torsion. At the same time, effective field theories in Newton-Cartan backgrounds have been studied and … Read more

String Theory and Scattering Amplitudes: January 9-13, 2017

Organized by: Katrin Becker, Melanie Becker, Nathan Berkovits, William D. Linch III, Jakob Palmkvist, Daniel Robbins, Andrew Royston, and Pierre Vanhove. The purpose of this workshop is to assess the most recent developments in string theory scattering amplitudes, including comparison of different formalisms as well as applications to target space (super-)geometry and the associated physics. … Read more

Entanglement in Field Theory and Gravity: December 5-7, 2016

Organized by: Matthew Headrick, Alex Maloney, and Mark Van Raamsdonk. It from Qubit, the Simons Collaboration on Quantum Fields, Gravity, and Information, will host a workshop December 5-7 at the Simons Center for Geometry and Physics. The workshop will explore the role of entanglement, in all of its manifestations, in quantum field theory, quantum gravity, … Read more

GW161212: The Universe through gravitational waves: December 12 – 15, 2016

The Universe through gravitational waves December 12-15 2016 Organized by: Luis Álvarez-Gaumé, Vitor Cardoso, and Marilena Loverde The recent but historical detection of gravitational waves by LIGO marks the dawn of the era of gravitational-wave astronomy. What were the ingredients and demands for detection? What have we learned, and what can we learn from this … Read more

Entanglement in Quantum Systems: October 3-7, 2016

Organized by: Chris Herzog, Vladimir Korepin and Bruno Nachtergaele. This workshop is organized in connection to the SCGP program on Entanglement and Dynamical Systems. Quantum entanglement is a continuing source of inspiration and progress in physics and mathematics that cuts across traditional boundaries separating different disciplines. In this workshop, we would like to bring together … Read more

Derived categories and Chow groups of hyperkaehler and Calabi-Yau varieties: September 19-23, 2016.

Organized by: Daniel Huybrechts, Ljudmila Kamenova, Emanuele Macri, Eyal Markman The Chow group of an algebraic variety encodes information about its algebraic cycles up to rational equivalence. The study of Chow groups is intimately related to the study of the derived categories of coherent sheaves, as illustrated, for example, by recent results on rational points … Read more