Motives in Generalized Geometry
Explore generalized geometry and motives in this insightful conference talk, delving into advanced mathematical concepts and their applications in contemporary research.
Orbifold Fundamental Groups of Log Calabi-Yau Surface Pairs, and the Jordan Constant
Explores orbifold fundamental groups of log Calabi-Yau surface pairs, discussing their properties, structure, and connections to other mathematical concepts in algebraic geometry.
Weighted Blowups, Wall-Crossing and Weak Factorization
Explore stack-theoretic weighted blowups and their applications in resolution of singularities, destackification, wall-crossings, and weak factorization for more natural and efficient algorithms.
Brill-Noether Reconstruction for Fano Threefolds and Applications
Explore Brill-Noether reconstruction for Fano threefolds, focusing on Kuznetsov components and Bridgeland moduli spaces. Learn about applications in categorical Torelli theorems and auto-equivalences.
Symplectic Geometry of Teichmueller Spaces for Surfaces with Boundary - Lecture 3
Explore symplectic geometry of Teichmueller spaces for surfaces with boundary in this advanced mathematics lecture by Eckhard Meinrenken, part of a workshop on operator algebras and non-commutative geometry.
Rational Points on Modular Curves - Lecture 1
Explore advanced concepts in arithmetic geometry, focusing on rational points on modular curves. Gain insights into theoretical and computational aspects of this fascinating field of mathematics.
Classical and Quadratic Chabauty - Lecture 1
Explore advanced techniques for studying rational points on modular curves, focusing on classical and quadratic Chabauty methods in arithmetic geometry.
Moments of Artin-Schreier L-functions
Explore the mathematical intricacies of Artin-Schreier L-functions and their moments in this advanced Fields Institute lecture by Matilde Lalín from Université de Montréal.
Hypergeometric Functions, Galois Representations, and Modular Forms
Explore connections between hypergeometric functions, Galois representations, and modular forms in advanced number theory and algebraic geometry.
One-level Densities in Families of Grossencharakters Associated to CM Elliptic Curves
Explore one-level densities in Grossencharakters families linked to CM elliptic curves, delving into advanced number theory concepts and their applications.
Equidistribution of Polynomial Sequences in Function Fields
Explore equidistribution of polynomial sequences in function fields, examining mathematical concepts and their applications in number theory and algebraic geometry.
Explicit Constructions of Short Virtual Resolutions
Explore explicit constructions of short virtual resolutions in algebraic geometry, focusing on innovative techniques and their applications in mathematical research.
Tropical Intersections in Algebraic Geometry
Explore tropical intersections in algebraic geometry, examining their applications and implications for mathematical research and problem-solving.
Syzygies Beyond Projective Space
Explore advanced algebraic geometry concepts, focusing on syzygies beyond projective space, with insights from cutting-edge research in this specialized mathematical field.
The Worst 1-Parameter Subgroup for Toric Curve Singularities
Explore the intricacies of toric curve singularities and their worst 1-parameter subgroups in this advanced mathematical talk by Dave Swinarski from Fordham University.
Cohomology of Moduli Spaces of Curves
Explore the intricate cohomology of curve moduli spaces with Hannah Larson, delving into advanced algebraic geometry concepts and their applications.
Moments of Families of Elliptic Curves
Explore new developments in higher moment sums of elliptic curve families, their connections to modular forms, and applications to rigid Calabi-Yau threefolds and intermediate Jacobians.
Hidden Structures on de Rham Cohomology of p-adic Analytic Varieties
Explore hidden structures in de Rham cohomology of p-adic analytic varieties, including Hodge filtration, Frobenius, and monodromy in mixed characteristic local fields.
Constructing Polylogarithms on Higher-Genus Riemann Surfaces
Generalization of elliptic polylogarithms to higher-genus Riemann surfaces, exploring homotopy-invariant iterated integrals, modular tensors, and connections to Enriquez-Zerbini polylogarithms and Fay identities.
Multiple Polylogarithms and the Steinberg Module
Explore the connection between Steinberg module and multiple polylogarithms, with applications to Goncharov program and insights on generating functions for polylogarithms.
Prequantization of a Non-Exact Courant Algebroid
Explore advanced mathematical concepts in geometric structures, focusing on prequantization techniques for non-exact Courant algebroids in this in-depth lecture by Gavin Hurd.