9.12.2017 И.А. Тайманов - Теория пересечений и кольца когомологий
Изучение теории пересечений и колец когомологий в топологии. Лекция охватывает фундаментальные концепции и их применение в современных исследованиях.
Generalized Hitchin Systems - New Geometric Structures
Explore generalized Hitchin systems with Bảo Châu Ngô, delving into new geometric structures and celebrating Hitchin's mathematical legacy in this insightful conference talk.
Higher Fano Manifolds in Algebraic Geometry
Explore higher Fano manifolds in algebraic geometry, their properties, and recent developments. Learn about positivity of higher Chern characters and research on homogeneous and toric higher Fano manifolds.
Hard Lefschetz Theorem and Hodge-Riemann Relations for Convex Valuations
Explore mixed hard Lefschetz theorem and Hodge-Riemann relations in smooth valuations, generalizing Alexandrov-Fenchel inequality for convex bodies using operator perturbation theory.
Iterated Beta Integrals - Generalizing Hyperlogarithms and Beta Integrals
Explore iterated beta integrals, generalizing hyperlogarithms and beta integrals. Discover translation invariance property, yielding equalities between special values and resolving conjectures in mathematics.
Hidden Symmetries of the Work of Jan Nekovář
Explorez les principes unificateurs de la recherche de Jan Nekovar, des systèmes d'Euler aux variétés de Shimura quaternioniques, en passant par les résultats de parité pour les fonctions L.
Crystallinity Properties and Rigid Flat Connections Revisited
Explorez les propriétés de cristallinité et les connexions plates rigides dans un cadre non propre, avec une nouvelle approche topologique et p-adique.
An Introduction to Geometry and Dynamics on Semisimple Lie Groups - Lecture 3
Explore semisimple Lie groups, their structure, discrete subgroups, and asymptotic behavior through advanced mathematical concepts and theorems.
Formalizing Deligne's Theorem in Number Theory
Explore Deligne's theorem in number theory, focusing on its formalization and implications for mathematical research and understanding.
Noncommutative Geometry of Quantum Flag Manifolds
Explore noncommutative geometry and quantum flag manifolds in this advanced mathematics lecture, delving into complex algebraic structures and their applications.
Isotrivial Lagrangian Fibrations of Compact Hyper-Kähler Manifolds
Explore a geometria de fibrações lagrangianas isotriviais em variedades hiperkähler compactas, incluindo tricotomia baseada na dimensão de Kodaira e busca por novos tipos de deformação.
Periods of Algebraic Cycles and Hodge Loci - Part 1
Explore periods of algebraic cycles and Hodge loci in this advanced mathematics lecture, part of the GADEPs conference on Noether-Lefschetz and Hodge loci.
Blowup Algebras - 34th CBM Plenary Lecture
Explore blowup algebras in mathematics through a plenary lecture at the 34th Brazilian Mathematics Colloquium, presented by Claudia Polini from Notre Dame University.
Doutorado: Álgebra Comutativa - Aula 15
Aprofunde-se na Álgebra Comutativa com o Professor Eduardo Esteves, explorando conceitos avançados e aplicações em nível de doutorado.
Commutative Algebra and Algebraic Geometry - 15th ALGA Meeting
Explore advanced topics in algebraic geometry and commutative algebra, including differential forms, Riemann surfaces, and foliations, with expert Jorge Vitório Pereira.
Commutative Algebra and Algebraic Geometry: Hitching Map and Modular Spaces - Lecture 15
Explore advanced topics in algebraic geometry, including Hitchin maps, nilpotent cones, and modular spaces. Gain insights into symmetries, automorphisms, and spectral curves in this in-depth mathematical discussion.
Commutative Algebra and Algebraic Geometry - 15th ALGA Meeting
Explore advanced concepts in commutative algebra and algebraic geometry through a lecture by Herivelto Borges at the 15th ALGA conference, covering topics like P-rank and related formulas.
Doutorado: Álgebra Comutativa - Aula 14
Aprofunde-se na Álgebra Comutativa com o Professor Eduardo Esteves em uma aula avançada de doutorado, explorando conceitos complexos e teoremas fundamentais da área.
Doutorado: Álgebra Comutativa - Aula 08
Aprofunde-se na Álgebra Comutativa com o Professor Eduardo Esteves, explorando conceitos avançados e aplicações em nível de doutorado.
Doutorado: Álgebra Comutativa - Aula 07
Aprofunde-se na Álgebra Comutativa com o Professor Eduardo Esteves, explorando conceitos avançados e aplicações em nível de doutorado.
Doutorado: Álgebra Comutativa - Aula 06
Aprofunde-se na Álgebra Comutativa com o Professor Eduardo Esteves, explorando conceitos avançados e aplicações em nível de doutorado.