Topological Recursion and Matrix Models - Lecture 5
Explore topological recursion and matrix models in-depth with expert Bertrand Eynard. Gain advanced insights into complex mathematical concepts and their applications.
Geometry and Integrability - Lecture by Bertrand Eynard
Explorez la géométrie et l'intégrabilité dans cette conférence mathématique approfondie, mettant en lumière les systèmes intégrables et leurs applications.
Curve Counting, Geometric Representation Theory, and Quantum Integrable Systems - Lecture 2
Delve into advanced mathematical concepts exploring curve counting, geometric representation theory, and quantum integrable systems with Professor Andrei Okounkov's expert analysis and insights.
Enumerative Geometry and the Quantum Torus
Explore enumerative geometry through tropical curves, pseudotropical curves, and their connection to Lie algebras and quantum torus. Discover innovative approaches to classical counting problems in algebraic geometry.
Homological Mirror Symmetry - DT Invariants & Holomorphic Curves
Explore the correspondence between Donaldson-Thomas invariants and holomorphic curves, with applications in enumerative geometry and insights from quantum field theories.
Quivers, Curve Counting, and Fermionic Sums in Topology
Explore connections between quantum groups, vertex algebras, and quiver representations in topology. Discover how fermionic forms link these areas, shedding new light on enumerative geometry and curve counting.
Brauer Groups, Twisted Derived Categories, and Hodge Theory
Explore recent developments in Brauer group theory, examining the period-index problem through derived categories, Hodge theory, and enumerative geometry methods.
Vector Valued Laurent Polynomial Equations in Torus
Explore vector-valued Laurent polynomial equations in torus with Askold Khovanskii, delving into advanced mathematical concepts and their applications.
Mixed Volumes of Chemical Reaction Networks
Explore mixed volumes in chemical reaction networks, focusing on mathematical applications in systems biology and biochemistry.
Algebraic Geometry in the Spectral Theory of Discrete Periodic Operators
Explore the intersection of algebraic geometry and spectral theory, focusing on discrete periodic operators and their applications in mathematical physics and analysis.
Sampling, Learning, and Coloring - An Update on Markov Bases and Their Uses
Explore advanced statistical techniques including Markov bases, sampling methods, and their applications in learning and graph coloring problems.
Mechanism Synthesis and Applied Enumerative Geometry
Explore applied enumerative geometry in mechanism synthesis, uncovering innovative approaches to design and optimize mechanical systems for various engineering applications.
Wanted: Solutions of Square Polynomial Systems
Explore methods for solving square polynomial systems, focusing on enumerative geometry techniques and their applications in mathematical research.
Universally Counting Curves in Calabi-Yau Threefolds
Explore enumerative geometry through a new perspective on curve counting in complex threefolds, focusing on the Grothendieck group of 1-cycles and its implications for the MNOP conjecture.
Free Curves, Eigenschemes and Pencils of Curves
Explore free curves, eigenschemes, and pencils of curves in this advanced mathematics talk by Hal Schenck, delving into cutting-edge concepts in enumerative geometry.
New Developments Related to Quasisymmetric Functions
Explore cutting-edge advancements in quasisymmetric functions, delving into their applications and implications in modern mathematics and related fields.
Exploring the Real Parameter Space
Delve into enumerative geometry with Margaret Regan as she investigates real parameter spaces, offering insights into this fascinating mathematical realm.
Real Circles Tangent to Three Conics
Explore the fascinating world of real circles tangent to three conics in this mathematical lecture by Julia Lindberg from the University of Texas at Austin.
A Numerical Toolkit for the Likelihood Correspondence
Explore numerical methods for analyzing likelihood correspondences in statistical models, focusing on applications in enumerative geometry and algebraic statistics.
Certified Homotopy Tracking in Enumerative Geometry
Explore certified homotopy tracking in enumerative geometry with Kisun Lee from Clemson University, focusing on advanced mathematical concepts and applications.
Galois Groups of Lacunary Sparse Polynomial Systems
Explore Galois groups in lacunary sparse polynomial systems, examining their properties and applications in algebraic geometry and number theory.