Видео ютуба по тегу Cartan Geometry

Principal Differential Geometric Algebra: compute using Grassmann.jl, Cartan.jl (2025 book)
Principal Differential Geometric Algebra: compute using Grassmann.jl, Cartan.jl (2025 book)
Prof. Dam Thanh Son | Newton-Cartan geometry and the quantum Hall effect
Prof. Dam Thanh Son | Newton-Cartan geometry and the quantum Hall effect
Maurer-Cartan Form Explained | Deep Dive into Lie Groups and Differential Geometry
Maurer-Cartan Form Explained | Deep Dive into Lie Groups and Differential Geometry
The Genius Who Anticipated the 20th Century — The Story of Élie Cartan
The Genius Who Anticipated the 20th Century — The Story of Élie Cartan
Maurer-Cartan Form | The Heart of Lie Groups and Differential Geometry
Maurer-Cartan Form | The Heart of Lie Groups and Differential Geometry
Falk Hassler - The generalized Cartan Geometry of α'-corrections
Falk Hassler - The generalized Cartan Geometry of α'-corrections
Tymon Frelik --- Aspects of complex geometry and Cartan bundles in gauge theory
Tymon Frelik --- Aspects of complex geometry and Cartan bundles in gauge theory
Henri Paul Cartan: A Mastermind of Algebraic Topology and Complex Analysis
Henri Paul Cartan: A Mastermind of Algebraic Topology and Complex Analysis
Seminar GDEq. Riemannian Cartan-Lie algebroids and groupoids ...
Seminar GDEq. Riemannian Cartan-Lie algebroids and groupoids ...
Piotr Surowka: Non-Relativistic Transport from Frame-Indifferent Kinetic Theory
Piotr Surowka: Non-Relativistic Transport from Frame-Indifferent Kinetic Theory
Falk Hassler -
Falk Hassler - "Generalized geometry and α'-corrections"
Tymon Frelik --- Introduction to Cartan geometry
Tymon Frelik --- Introduction to Cartan geometry
Principle of ECE Theory Einstein
Principle of ECE Theory Einstein
Current Algebra and Generalised Cartan Geometry (David Osten)
Current Algebra and Generalised Cartan Geometry (David Osten)
Prof. Andreas Cap | Partial G-structures and partial Cartan geometries
Prof. Andreas Cap | Partial G-structures and partial Cartan geometries
Akito Futaki: Cartan Geometry and Infinite-Dimensional Kempf-Ness Theory #ICBS2024
Akito Futaki: Cartan Geometry and Infinite-Dimensional Kempf-Ness Theory #ICBS2024
Jack Borthwick - Asymptotic structures at timelike infinity from projective geometry
Jack Borthwick - Asymptotic structures at timelike infinity from projective geometry
Jan Slovák - Introduction to Parabolic Geometries 2/2
Jan Slovák - Introduction to Parabolic Geometries 2/2
Arthur Ferreira Vieira: The fate of chiral symmetry in Riemann-Cartan geometry
Arthur Ferreira Vieira: The fate of chiral symmetry in Riemann-Cartan geometry
Jan Slovák - Cartan geometry via Algebra, I
Jan Slovák - Cartan geometry via Algebra, I
Jan Slovák - Cartan geometry via Algebra, III
Jan Slovák - Cartan geometry via Algebra, III
Jan Slovák - Cartan geometry via Algebra, II
Jan Slovák - Cartan geometry via Algebra, II
Jordan Francois - Why Cartan geometry in Physics? II
Jordan Francois - Why Cartan geometry in Physics? II
Jordan Francois - Why Cartan geometry in Physics? I
Jordan Francois - Why Cartan geometry in Physics? I
Jordan Francois - Why Cartan geometry in Physics? III
Jordan Francois - Why Cartan geometry in Physics? III