filmov
tv
Cartan Calculus on a Smooth Manifold and Geometric Newtonian Mechanics
Показать описание
Lecture 3 of my course on Geometry and Physics at the SEMF Summer School 2019
Carlos Zapata-Carratala
differential geometry
manifold
exterior algebra
Newtonian mechanics
Рекомендации по теме
1:05:17
Cartan Calculus on a Smooth Manifold and Geometric Newtonian Mechanics
0:49:36
Smooth Cartan subalgebras and Lie groupoid twists
0:11:40
The Cartan-Hadamard theorem
0:22:44
The Cartan-Thullen theorem
0:50:39
Seminário: Elie Cartan, differential systems, transformation groups and differential... (2020)
1:03:21
Boris Kruglikov - Lie equations, Cartan bundles, Tanaka theory and differential invariants 1
1:03:49
On the Cartan-Kuranishi Prolongation Theorem (Professor Robert Bryant)
0:56:57
Shin-Ichi Oguni, A coarse Cartan-Hadamard theorem
1:12:31
Andreas Cap - Cartan Geometries 1
0:58:17
Boris Kruglikov - Lie equations, Cartan bundles, Tanaka theory and differential invariants 2
0:45:02
International Conference on Poisson Geometry - Rajan Mehta - Courant cohomology and Cartan calculus
0:52:40
Boris Doubrov - Cartan connections via exterior calculus, I
1:06:45
Katharina Neusser - Symmetry, Cartan connections, and rigidity
0:34:56
Carlo Bellingeri - A geometric approach to renormalisation on 'smooth rough paths'
1:05:57
Andreas Cap - Cartan geometries 2
1:40:55
И. Мундет и Риера. Introduction to smooth finite transformation groups III
1:03:26
Camilo Arias Abad (UNAL) - Singular chains on Lie groups, the Cartan relations and Chern-Weil theory
1:06:52
43. Vladimir Dotsenko: Diamond Lemma and the Maurer-Cartan equation - LieJor 04-Mar-2021
0:43:01
JDG 2017: Jean-Pierre Demailly: L^2 Extension Theorem
0:06:19
Stokes' Theorem on Manifolds
0:54:11
Li Yu - Wonderful Compactification of a Cartan Subalgebra of a Semisimple Lie Algebra
0:17:08
Fitting Smooth Paths on Riemannian Manifolds Endometrial Surface Antoine Arnould, Pierre Yves Gous
1:05:20
Yu Li | Wonderful compactification of a Cartan subalgebra of a semisimple Lie algebra
0:18:25
Lecture 15 (Part 2): Derivation of Cartan's second structure equation
1:05:17
0:49:36
0:11:40
0:22:44
0:50:39
1:03:21
1:03:49
0:56:57
1:12:31
0:58:17
0:45:02
0:52:40
1:06:45
0:34:56
1:05:57
1:40:55
1:03:26
1:06:52
0:43:01
0:06:19
0:54:11
0:17:08
1:05:20
0:18:25