Fall 2021 – Spring 2022
- Probability, integrability, and conformal invariance: August 23 - September 10, 2021
- Fall 2021 Physics Seminar
- Spring 2022 Physics Seminar
- Confronting Large N, Holography, Integrability and Stringy Models with the Real World: February 14 - April 22, 2022
- Geometrical Aspects of Topological Phases of Matter: Spatial Symmetries, Fractons and Beyond: April 4 - May 27, 2022
- Singularity and Prediction in Fluids: May 31-July 1, 2022
Fall 2020 – Spring 2021
- Zoom Seminar Series: Dynamics and Renormalization Program
- Zoom Fall Seminar Series: Supersymmetric Black Holes, Holography and Microstate Counting
- Continued: Renormalization and Universality in Conformal Geometry, Dynamics, Random Processes, and Field Theory: February 22 - March 19, 2021
- Postponed Geometrical aspects of topological phases of matter: spatial symmetries, fractons and beyond
- Summer Seminar Series: Applications of gauge topology, holography and string models to QCD: June 7- August 2021
Fall 2019 – Summer 2020
- Universality and ergodicity in quantum many-body systems: August 26-October 18, 2019
- Quantum-Mechanical Systems at Large Quantum Number: August 26 - September 20, 2019
- Neural Networks and the Data Science Revolution: from Theoretical Physics to Neuroscience, and Back: January 6-31, 2020
- Renormalization and Universality in Conformal Geometry, Dynamics, Random Processes, and Field Theory: February 3 - March 23, 2020
- Lighting new Lampposts for Dark Matter and Beyond the Standard Model: February 24 - March 20, 2020
- Summer Seminar Series: Applications of gauge topology, holography and string models to QCD
Fall 2018 – Spring 2019
Fall 2017 – Spring 2018
- Hydrodynamics, ergodicity, entanglement and localization in interacting lattice models and field theories: September 11 - December 15, 2017
- Geometrical and statistical fluid dynamics: October 2-27, 2017
- Localization Techniques in Quantum Field Theories: January 16 - February 16, 2018
- Poisson geometry of moduli spaces, associators and quantum field theory: April 30-June 29, 2018
Fall 2016 – Spring 2017
- Automorphic forms, mock modular forms and string theory: August 29 - September 30, 2016
- Entanglement and Dynamical Systems: September 7 - December 16, 2016
- Mathematics of gauge fields: October 10, 2016 - April 28, 2017
- Turbulent and laminar flows in two dimensions: March 20 – April 21, 2017
- Mathematics of topological phases of matter: May 1- June 23, 2017
Fall 2015 – Spring 2016
- Moduli spaces and singularities in algebraic and Riemannian geometry - Aug 17 - Nov 20
- Foundations and Applications of Random Matrix Theory in Mathematics and Physics - Aug 24 - Dec 18
- Geometric representation theory: January 4-29th, 2016
- Statistical mechanics and combinatorics: February 15 - April 15, 2016
- Complex, p-adic, and logarithmic Hodge theory and their applications: March 6, 2016 - April 29, 2016
- Geometry of Quantum Hall States: April 18, 2016 - June 17, 2016
Fall 2014 – Spring 2015
- G2 Manifolds
- Gauge Theory, Integrability, and Novel Symmetries of Quantum Field Theory
- Interactions of Homotopy Theory and Algebraic Topology with Physics through Algebra and Geometry
- Knot homologies, BPS states, and SUSY gauge theories
- Large N limit problems in Kahler Geometry
- Geometric Flows
- Mathematical Problems in General Relativity
Fall 2013 – Spring 2014
- Physics and Mathematics of Scattering Amplitudes
- Quiver Varieties
- Quantum Anomalies, Topology, and Hydrodynamics
- Moduli Spaces of Pseudo-holomorphic curves and their applications to Symplectic Topology
- Mock Modular Forms, Moonshine, and String Theory
Fall 2012 – Spring 2013
- Symplectic and Contact Geometry and Connections to Low-Dimensional Topology
- Integrability in Modern Theoretical and Mathematical Physics
- Conformal Geometry
- Topological Phases of Matter
Fall 2011 – Spring 2012
- Simons Center Program in Complex Geometry and Generalized Geometry with Applications to Physics
- Simons Center Program on String Compactification
- Simons Center Program on Algebraic Topology with Applications to Physics
Fall 2010 – Spring 2011
