YoVDO

Introduction to the Riemannian Curvature Dimension Condition - Lecture 1

Offered By: Fields Institute via YouTube

Tags

Differential Geometry Courses Functional Analysis Courses Measure Theory Courses Optimal Transport Courses Ricci Curvature Courses Synthetic Geometry Courses

Course Description

Overview

Dive into the first lecture of a graduate-level course on the Riemannian Curvature Dimension condition, delivered by Professor Nicola Gigli from SISSA Trieste. Explore fundamental concepts and theories in this 92-minute session, which took place on September 9, 2022, as part of the Fields Institute's program on nonsmooth dimension. Gain insights into advanced mathematical topics and their applications in geometry and analysis. Suitable for graduate students and researchers interested in expanding their knowledge of Riemannian geometry and its modern extensions.

Syllabus

Graduate Course: Introduction to the Riemannian Curvature Dimension condition - 1


Taught by

Fields Institute

Related Courses

Optimal Transport and PDE - Gradient Flows in the Wasserstein Metric
Simons Institute via YouTube Crash Course on Optimal Transport
Simons Institute via YouTube Learning From Ranks, Learning to Rank - Jean-Philippe Vert, Google Brain
Alan Turing Institute via YouTube Optimal Transport for Machine Learning - Gabriel Peyre, Ecole Normale Superieure
Alan Turing Institute via YouTube Regularization for Optimal Transport and Dynamic Time Warping Distances - Marco Cuturi
Alan Turing Institute via YouTube