Plongements du Disque de Poincaré dans l'Espace Ambiant - Partie III
Découvrez la construction explicite d'un plongement isométrique C^1 du disque de Poincaré, explorant ses propriétés surprenantes et son importance en géométrie hyperbolique.
Plongements du Disque de Poincaré dans l'Espace Ambiant - Partie I
Découvrez la construction explicite d'un plongement isométrique C^1 du disque de Poincaré, explorant ses propriétés surprenantes et son importance en géométrie hyperbolique.
Plongements du Disque de Poincaré dans l'Espace Ambiant - Partie II
Explorez la construction explicite d'un plongement isométrique C^1 du disque de Poincaré, découvrant ses propriétés surprenantes et son importance en géométrie hyperbolique.
Positivity of Higher Exterior Powers of the Tangent Bundle
Explorez la positivité des puissances extérieures supérieures du fibré tangent. Approfondissez les notions de positivité, les classes de chaînes et les preuves mathématiques avancées.
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.
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.
Applications of Tractor Calculus in General Relativity - Part II
Explore tractor calculus applications in general relativity, focusing on spacetimes with specific asymptotic behaviors. Learn about conformal infinities, higher fundamental forms, and implications for cosmological models.
Applications of Tractor Calculus in General Relativity - Part I
Explore tractor calculus applications in general relativity, focusing on spacetimes with specific asymptotic behaviors. Learn about conformal infinities, higher fundamental forms, and implications for cosmological models.
Electromagnetic Field as a Differential 2-Form and Its Lorentz Transformation - Lecture 10
Explore electromagnetic fields as differential 2-forms and their Lorentz transformations in this advanced theoretical physics lecture on electrodynamics and relativity.
Maxwell Equations in Any Curvilinear Coordinate System - Lecture 13
Explore Maxwell equations in curvilinear coordinate systems, enhancing understanding of electrodynamics and relativity theory for advanced physics students.
Applications of Tractor Calculus in General Relativity - Part 3
Explore tractor calculus applications in general relativity, focusing on spacetimes with specific asymptotic behaviors. Learn about conformal infinities, higher fundamental forms, and implications for cosmological models.
New Solution of a Problem of Kolmogorov on Width Asymptotics in Holomorphic Approximation
Explore new solutions to Kolmogorov's problem on width asymptotics in holomorphic functions, presented by Stéphanie Nivoche at a mathematics conference.
Sharp Concavity of the Isoperimetric Profile Under Lower Ricci Bounds - Workshop on Synthetic Curvature Bounds
Explore sharp concavity of isoperimetric profiles in RCD spaces, extending Bavard-Pansu's work on Ricci curvature bounds to non-smooth, finite-dimensional settings.
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.
Nijenhuis Geometry - Part I
Explore Nijenhuis geometry with Vladimir Matveev in this advanced mathematics lecture, part of a thematic programme on geometry beyond Riemann.
Geometria Diferencial de Curvas e Superfícies - Aula 03
Explore curvas e superfícies em R3, incluindo curvatura, torção, formas fundamentais e teoremas globais. Aprofunde-se na geometria diferencial com aplicações e tópicos avançados.
Geometria Diferencial de Curvas e Superfícies - Aula 02
Explore curvas e superfícies em R3, incluindo curvatura, torção, formas fundamentais e teoremas globais. Aprofunde-se na geometria diferencial com aplicações e tópicos avançados.
Geometria Diferencial de Curvas e Superfícies - Aula 01
Explore differential geometry of curves and surfaces, covering topics like curvature, geodesics, and the Gauss-Bonnet theorem. Gain insights into intrinsic and extrinsic geometry.