Mini-course by Gregory Falkovich September 26 – November 28, 2023 on Tuesdays at 2:30pm in room 313 Title: Introduction to Information Theory Selected Subjects: Measuring Uncertainty Mutual Information and Entanglement Entropy, Redundancy of Language and Genetic Code Information is Life and Money Theory of Mind – Active Inference Information in Quantum Mechanics and Statistics
First lecture: May 8, 2018, 2:15pm-3:30pm in SCGP Room 313 Full schedule of following lectures can be found below: Paul Wiegmann (University of Chicago) https://en.wikipedia.org/wiki/Paul_Wiegmann Title: Selberg integrals and their applications to conformal field theory, quantum Hall effect and hydrodynamics. Abstract: Seemingly different phenomena such as quantum Hall effect, superfluids, instabilities in hydrodynamics, models … Read more
Organized by: Nikita Nekrasov, Alexander Turbiner and Alexander Abanov Timing: Spring 2016 Abstract: Calogero-Moser-Sutherland many-body systems arose originally in the 1970’s simultaneously in Nuclear Physics, Mathematical Physics and Solid State Physics. Since then they were found in some incarnations in diverse branches of physics and mathematics such as the theory of quantum Hall effect, Yang-Mills … Read more
Seminar in Topology and Symplectic Geometry Fall 2015, Location Math Tower 5-127 or SCGP 313, Thursday 1PM: (09/03/2015) Michael Sullivan, UMass (Amherst) Legendrian invariants constructed using regular cell decompositions of surfaces, (09/10/2015) N/A N/A (09/17/2015) Kenji Fukaya, Simons Center, Stony Brook SO(3)-Floer homology of 3-manifolds with boundary (09/24/2015) Marco Farinati, Universidad de Buenos Aires Link … Read more
Geometry of Quantum Hall States Organized by Sasha Abanov, Tankut Can, Anton Kapustin, and Paul Wiegmann April 18, 2016 – June 17, 2016 The quantum Hall effect (QHE) is a fascinating and important phenomenon. Since its experimental discovery in the early 80’s the QHE continues to fuel work in experimental physics, metrology, fundamental theoretical physics … Read more
Complex, p-adic, and logarithmic Hodge theory and their applications Organized by Mark de Cataldo, Radu Laza, Christian Schnell March 7, 2016 – April 29, 2016 Hodge theory is a very powerful tool for understanding the geometry of complex algebraic varieties and it has a wide range of applications in complex and algebraic geometry, mirror symmetry, … Read more
Statistical mechanics and combinatorics Organized by Pavel Bleher, Vladimir Korepin, and Bernard Nienhuis February 15 – April 15, 2016 The purpose of the program is to relate physics and mathematics, and more specifically, statistical mechanics, algebraic combinatorics, and random matrices. The program will focus on the six-vertex model of statistical mechanics and related models, such … Read more
Geometric representation theory Organized by: David Ben-Zvi, Roman Bezrukavnikov and Alexander Braverman January 4-29th, 2016 The program will focus on emerging trends in representation theory and their relation to the more traditional ideas of the subject. The celebrated success of the perverse sheaves methods in 1980’s has led to development of a direction which may … Read more
Moduli spaces and singularities in algebraic and Riemannian geometry Organized by Simon Donaldson (SCGP), Hans-Joachim Hein (Maryland), Henry Guenancia (Stony Brook), Radu Laza (Stony Brook), Yuji Odaka (Kyoto), Song Sun (Stony Brook),Valentino Tosatti (Northwestern) August 17-November 20th, 2015 Weekly Talks are held in SCGP Rm 313. The theme of this program is the interaction between … Read more
Foundations and Applications of Random Matrix Theory in Mathematics and Physics Organized by Alexei Borodin,Peter Forrester, Yan Fyodorov, Alice Guionnet, Jon Keating, Mario Kieburg, and Jacobus Verbaarschot August 24 – December 18, 2015 Weekly Talks are held in SCGP Room 313 at 11:00 am. Random Matrix theory has been applied to many areas in pure … Read more
