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Dynamical Spectral Transition for Optimization in Very High Dimensions

Offered By: Institute for Mathematical Sciences via YouTube

Tags

Dynamical Systems Courses Machine Learning Courses Stochastic Processes Courses Statistical Physics Courses Computational Mathematics Courses Spectral Theory Courses

Course Description

Overview

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Explore a Distinguished Visitor Lecture on dynamical spectral transition for optimization in very high dimensions, presented by Gerard Ben Arous from New York University, USA. Delve into advanced mathematical concepts and their applications in high-dimensional optimization problems during this 53-minute talk hosted by the Institute for Mathematical Sciences. Gain insights into cutting-edge research and theoretical developments in the field of mathematical optimization and spectral analysis.

Syllabus

Dynamical spectral transition for optimization in very high dimensions


Taught by

Institute for Mathematical Sciences

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