Explore a 46-minute mathematical seminar presented by Dr. Nazar Miheisi from King's College London as part of the Discretization and Recovery in High-Dimensional Spaces (DRE) programme at the Isaac Newton Institute. Delve into advanced mathematical concepts focusing on restriction theorems for Hankel operators, delivered in INI Seminar Room 2. Learn from this specialized mathematical discourse that contributes to the broader understanding of high-dimensional spaces and their applications in mathematical sciences. Connect with the extensive mathematical research community through this presentation, which is part of a larger series of academic discussions hosted by the prestigious Isaac Newton Institute, a hub for national and international mathematical research collaboration.
Overview
Syllabus
Dr. Nazar Miheisi | Restriction theorems for Hankel operators
Taught by
INI Seminar Room 2
Related Courses
-
Selector Form of Weaver's Conjecture and Frame Sparsification
-
Geometric Approach to the Lower Estimates of the Supremum of Some Random Processes
-
A Sparse, Flexible Framework with Confidence Measure Based on the Relevance Vector Machine
-
Polynomial Approximation and Interpolation with Exponential Weights - New Results and Applications
-
Stochastic Epidemic Models with Varying Infectivity and Susceptibility
-
Infinitesimal Operators - Part II
