The Log Minimal Model Program for Excellent Threefolds
Explore the intricacies of excellent threefolds and their log minimal model program in this advanced mathematical lecture by Joe Waldron from Michigan State University.
Symmetries of Fano Varieties
Explore symmetries of Fano varieties, delving into their geometric properties and mathematical significance in algebraic geometry.
Infinite-Dimensional Geometry with Symmetry - SIAM SAGA Seminar
Explore infinite-dimensional geometry with symmetry, focusing on algebraic models and their applications in statistics, tensor decomposition, and combinatorics.
Random Monomial Ideals - Seminar on Applied Geometry and Algebra
Explore probabilistic models of random monomial ideals, their properties, and applications in algebraic geometry. Gain insights into average behavior of ideals and potential for generating algebraic objects.
The Geometry of the Space of All Pivot Rules of a Linear Optimization Problem
Explore the geometric aspects of pivot rules in linear optimization with Jesús A. De Loera. Gain insights into advanced mathematical concepts and their applications in industrial problem-solving.
Symmetry and Determinantal Polynomials - SIAM SAGA Seminar
Explore symmetry in determinantal polynomials, from historical roots to modern applications. Discover representations of plane curves and connections to the principal minor map in this advanced mathematics seminar.
When Two Cameras Meet a Cubic Surface - SIAM SAGA Seminar
Explore the intersection of camera imaging and cubic surfaces in this advanced seminar on multiview geometry, featuring insights into minimal reconstruction problems and their geometric implications.
Complex Multiplication: Past, Present, Future - Lecture 1
Explore the historical and contemporary aspects of complex multiplication in mathematics, with insights into its future applications and developments.
Complex Multiplication: Past, Present, Future - Lecture 3
Explore the intricacies of complex multiplication in mathematics, delving into its historical context, current applications, and future prospects in this advanced lecture by Benedict Gross.
Complex Multiplication: Past, Present, Future - Lecture 2
Explore the evolution and future prospects of complex multiplication in mathematics with Benedict Gross in this insightful lecture from the Joint Mathematics Meetings.
What is the Shape of a Rational Map?
Explore the fascinating world of rational maps and their shapes in this engaging mathematical lecture by Sarah Koch, delving into complex dynamics and geometric structures.
Complex Multiplication: Past, Present, Future - Lecture 1
Explore the history and foundations of complex multiplication in this engaging lecture by renowned mathematician Benedict Gross, delving into its past developments and current significance.
Measuring Singularities - Colloquium 2
Explore advanced mathematical concepts in singularity theory with Karen E. Smith, delving into measurement techniques and their applications in algebraic geometry.
Tropical Geometry and Shallow Water Waves
Explore the fascinating intersection of tropical geometry and shallow water waves in this engaging lecture by Harvard mathematician Lauren Kiyomi Williams.
Bernardo Uribe, UniNorte - Bordism and Birational Invariants of Finite Groups
Explore birational invariants of finite groups and their connection to bordism invariants of equivariant manifolds, focusing on Bogomolov's results in this advanced mathematical topic.
Generalized Logarithmic Transformation in Exotic Spheres and Homotopy Hopf Manifolds
Explore generalized logarithmic transformations in topology, including $\star$-diagrams, spherical T-duality, and applications to exotic spheres and homotopy Hopf manifolds.
Cohomological Donaldson-Thomas Invariants of 3-Manifolds - Part 2
Explore Morse homology of complex Chern-Simons functional, its connections to supersymmetric gauge theories, skein modules, and Donaldson-Thomas invariants in 3-manifolds.
Equivariant Genera, Spectrum of Isolated Singularities & Hybrid Models
Explore equivariant genera, singularity spectra, and hybrid models in algebraic geometry. Delve into GIT quotients, McKay correspondence, and LG/CY correspondence for weighted projective spaces.
Ernesto Lupercio, CINVESTAV - Stringy Motives
Explore the localization principle for orbifolds in this advanced mathematical survey, featuring joint research on stringy motives and their applications.
Sections of Fano Fibrations Over Curves
Explores Manin's conjecture on rational points in Fano varieties, focusing on exceptional sets and their impact on moduli spaces of sections in Fano fibrations, particularly del Pezzo fibrations.
A Fourier Transform for Abelian Fibrations
Explore Fourier transform theory for abelian fibrations, extending Beauville decomposition and examining perverse filtration applications in algebraic geometry and motivic theory.