Análise em Variedades - Aula 16
Assista à décima sexta aula do curso de mestrado em Análise em Variedades, ministrada pelo Professor Vinicius Ramos no Instituto de Matemática Pura e Aplicada. Explore conceitos avançados como variedades diferenciáveis, variedades com bordo, variedades o…
Análise em Variedades - Aula 19
Explore conceitos avançados de análise em variedades, incluindo formas diferenciais, teorema de Stokes, cohomologia de De Rham e aplicações em geometria diferencial.
Math Full Course in Hindi
Comprehensive Hindi math course covering algebra, trigonometry, geometry, and more for RRB NTPC exam preparation. Includes practice questions and test solutions.
Geometry for SSC CGL, CHSL, CAT, RRB
You will learn about center, incenter, orthocenter, circumcenter, triangles, congruence and similarity, circle, tangents, previous year questions, tricks, and much more.
Optimal Topological Simplification of Surfaces
Algorithmes et résultats de complexité pour simplifier la topologie des surfaces de manière optimale, en utilisant des courbes et graphes les plus courts possible.
Superficies Racionales sobre un Cuerpo - AGRA IV Minicourse 2, Lecture 1
Exploración de superficies racionales sobre cuerpos: conceptos fundamentales y aplicaciones en geometría algebraica y teoría de números.
Optimal Transportation, Monge-Ampère Equations and Riemannian Ricci Bounds - Lecture 3
Explore geometric measure theory and optimal transport with a focus on Monge-Ampère equations and Riemannian Ricci bounds in this advanced mathematics lecture by L. Ambrosio.
The Calabi Problem from a Birational Geometer's Viewpoint - Part 2
Explore the Calabi problem in Fano manifolds, focusing on recent developments in birational geometry and K-polystability. Gain insights from a renowned algebraic geometer.
The Calabi Problem from a Birational Geometer's Viewpoint - Part 1
Explore the Calabi problem in complex geometry, focusing on Kähler-Einstein metrics and recent developments in birational geometry. Learn from renowned algebraic geometer Carolina Araujo.
Canonical Weierstrass Representation of Minimal Lorentz Surfaces in Pseudo-Euclidean 4-Space with Neutral Metric
Explore canonical Weierstrass representation of minimal Lorentz surfaces in pseudo-Euclidean 4-space, including isothermal parameters, PDEs, and explicit solutions.
25.03.2020 Ф.Г. Кораблёв - Автоморфизмы раскрасок и инварианты узлов
Исследование автоморфизмов раскрасок и их связи с инвариантами узлов в топологии. Анализ современных методов и подходов в этой области математики.
The Geometry of Compact Spaces and the Optimal Connections
Исследование геометрии компактных пространств и оптимальных соединений, включая анализ топологических свойств и их практическое применение.
Non-Recognizability of Manifolds
Исследование неразрешимости проблемы распознавания многообразий в топологии, включая анализ сложных математических концепций и их применение.
El punto ciego en el camino de la vida - Fractales y perseverancia en robótica espacial
Andrés Mora explora cómo los fractales y la perseverancia se aplican en robótica y navegación espacial, utilizando su experiencia en la NASA para ilustrar el manejo de desafíos en la vida y la tecnología.
Stability of Reeb Ordering Method in the Framework of Pospaces
Explores stability of Reeb ordering in pospaces, introducing new tools for manipulating posets as graph-like objects and proving stability using interleaving distance among order-compatible topological spaces.
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.
Floating Bodies and Duality in Spaces of Constant Curvature
Explores p-affine surface area and floating bodies in curved spaces, extending Meyer & Werner's Euclidean results to spherical and hyperbolic geometries. Examines limiting behavior as curvature approaches zero.
Low-Dimensional Solenoidal Manifolds
Exploración de manifolds solenoidales de baja dimensión, sus propiedades topológicas y estructurales, y nuevos resultados en este campo de la geometría y topología.
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.