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67 results
Sub-Riemannian geometry, manifolds, lie bracket, metric tangents, carnot caratheodory distance.
36 views
6 days ago
This talk was part of the Workshop on "Synthetic Curvature Bounds for Non-Smooth Spaces: Beyond Finite Dimension" held at the ...
55 views
3 weeks ago
The talk will review recent results on gradient estimates, reverse Poincare and reverse log Sobolev inequalities on a class of ...
213 views
5 days ago
How could an ant walking over an orange measure distances? The answer for this question is Riemannian Geometry.
30 views
In this work, we explore Finsler manifolds as a generalization of Riemannian manifolds. We revisit the Finsler heat equation and ...
227 views
2 weeks ago
In this video we go through a detailed derivation of the conformally transformed Riemann Curvature tensor. This tensor is ...
826 views
Video recording from the research workshop "Quantum Optimal Control - From Mathematical Foundations to Quantum ...
13 views
It has been recently proved that the Lott-Sturm-Villani CD(K,N) condition does not hold in any sub-Riemannian manifold equipped ...
33 views
🙏 Thanks to all supporters! They are mentioned in the credits of the video :) This is my video series about Manifolds where we ...
467 views
18 hours ago
... pseudo-Riemannian manifold of space-time. Finally, it looks at how this connection is different from that of an affine connection.
390 views
11 days ago
General Spacetime Scheme in Riemannian Geometry Riemannian geometry introduces a broader conceptualization of spacetime ...
1,145 views
The latter are Gromov-Hausdorff limits of Riemannian manifolds satisfying a uniform Kato condition on the Ricci curvature.
19 views
... I will introduce closed Riemannian manifolds with holonomy $G_2$ ($G_2$-manifolds for short). I will summarise some known ...
0 views
Faithfully modeling the space of articulations is a crucial task that allows recovery and generation of realistic poses, and remains a ...
26 views
Abstract: Closely related to the question of whether spacetime should best be modeled as a discrete or a continuous mathematical ...
8,142 views
Streamed 3 weeks ago
62 views
We consider sub-Riemannian manifolds which are homogeneous spaces equipped with a sub-Riemannian structure induced by ...
355 views
0:00 The complete first interview 0:17 The founding of the Wolfram Physics Project 13:32 From clockwork to computation 23:09 ...
4,802 views
Days on Diffraction 2024. Mini-symposium “Inverse Problems”. Tuesday, 11 June, 2024 Rakesh (University of Delaware) Fixed ...
10 views
In this video we cover complex projective spaces. This is a continuation of our conversation on complex manifolds. We go over ...
109 views
4 days ago