Le Petit Prince sur le Dodécaèdre
Explorez les liens fascinants entre "Le Petit Prince" et la géométrie du dodécaèdre dans cette conférence mathématique captivante.
Torsion Volume Forms
Explore torsion volume forms in algebraic geometry and topology with Pavel Safronov's in-depth mathematical analysis and insights.
Algebraic Approximation of Submanifolds of Real Algebraic Varieties
Explore algebraic approximation of submanifolds in real algebraic varieties with Olivier Benoist. Gain insights into advanced mathematical concepts and their applications in geometry.
The Humilière Completion and Its Applications in Symplectic Geometry
Explore the Humilière completion of Lagrangian spaces, its spectral distance study, and applications in conformal dynamics, singular Hamiltonian systems, and sheaf theory.
Perfect Kernels and Dynamics: From Bass-Serre Theory to Hyperbolic Groups
Explore perfect kernels and dynamics in mathematics, from Bass-Serre theory to hyperbolic groups, with insights from Pénélope Azuelos's conference talk at CIRM.
Random Walks on Simplicial Complexes
Explore random walks on simplicial complexes in this mathematical conference talk, delving into advanced concepts and applications in the field.
Contact Flows and Birkhoff Sections - Part 2
Explorez les flux de contact et les sections de Birkhoff dans cette conférence mathématique approfondie, présentée par Anne Vaugon et Pierre Dehornoy.
Contact Flows and Birkhoff Sections - Part 3
Explore advanced concepts in contact flows and Birkhoff sections, delving into mathematical theories and applications in Anosov dynamics.
Space of Actions of Groups on the Real Line
Explore group actions on the real line, delving into mathematical concepts and theories presented by Bertrand Deroin in this insightful conference talk.
Les mondes mathématiques de Maryam Mirzakhani - Espaces de formes
Explorez les contributions révolutionnaires de Maryam Mirzakhani aux espaces de formes et à la géométrie, présentées par Pascal Hubert.
![Connectedness and Deformation by Conjugation of Actions on [0,1] or S^1](https://img.youtube.com/vi/MIoPsIDfp8A/mqdefault.jpg)
Connectedness and Deformation by Conjugation of Actions on [0,1] or S^1
Explore connectedness and deformation by conjugation of actions on [0,1] or S^1 in this advanced mathematical lecture by Hélène Eynard-Bontemps.
Nijenhuis Geometry - Lecture 4
Explore advanced concepts in Nijenhuis geometry, focusing on curvature and rigidity in mathematical structures beyond Riemannian geometry.
Nijenhuis Geometry - Part II
Explore advanced concepts in Nijenhuis geometry, building on fundamental principles to deepen understanding of curvature and rigidity in mathematics.
Grupo Fundamental e Espaços de Recobrimento - Aula 03
Explore conceitos avançados de topologia algébrica, incluindo homotopia, grupo fundamental e espaços de recobrimento. Aprofunde-se em aplicações e teoremas fundamentais da área.
Mestrado: Grupo Fundamental e Espaços de Recobrimento - Aula 01
Explore conceitos fundamentais de topologia algébrica, incluindo homotopia, grupo fundamental e espaços de recobrimento. Aprenda aplicações práticas e teoremas importantes nesta aula introdutória de mestrado.
Complex Dynamics in the Tropics - Structures on 2- and 3-Manifolds Coming from Dynamical Systems
Explore complex dynamics in the tropics, focusing on structures in 2- and 3-manifolds derived from dynamical systems. Gain insights into multimodal maps, hyperbolic groups, and related mathematical concepts.
Teoria de Hodge: Variedade de Fermat I - Aula 17
Explore a Teoria de Hodge aplicada à variedade de Fermat, aprofundando-se em conceitos avançados de geometria algébrica e topologia.
Zoll-like Manifolds in Minimal Submanifold Theory
Explore Zoll-like manifolds in minimal submanifold theory with Lucas Ambrozio at IMPA's 70th anniversary conference, featuring insights from leading mathematicians worldwide.
Superfícies de Riemann - Aula 18
Explore conceitos avançados de Superfícies de Riemann em uma aula de doutorado ministrada pelo Prof. Paulo Sad, aprofundando o conhecimento em geometria complexa.
Doutorado: Folheações Holomorfas - Aula 16
Explore advanced concepts in holomorphic foliations with Dr. Jorge Vitório Pereira in this doctoral-level lecture, delving into complex mathematical theories and their applications.
Superfícies de Riemann - Aula 17
Aprofunde-se na teoria das Superfícies de Riemann com foco em tópicos avançados de doutorado, explorando conceitos complexos e suas aplicações na matemática pura.