Explore a 54-minute mathematical seminar presented by Professor Marcin Bownik from the University of Oregon, focusing on the selector form of Weaver's conjecture and frame sparsification. Delivered as part of the Discretization and Recovery in High-Dimensional Spaces (DRE) programme at the Isaac Newton Institute, gain insights into advanced mathematical concepts through this research-focused presentation. Delve into the theoretical foundations and applications of these mathematical principles while learning from a leading expert in the field. Participate in this academic discourse that contributes to the ongoing research in mathematics and its applications across science and technology domains.
Overview
Syllabus
Prof. Marcin Bownik | Selector form of Weaver's conjecture and frame sparsification
Taught by
INI Seminar Room 2
Related Courses
-
Restriction Theorems for Hankel Operators
-
Polynomial Approximation and Interpolation with Exponential Weights - New Results and Applications
-
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
-
Blaschke Products and the Crouzeix Conjecture
-
Stability in the Banach Isometric Conjecture for Planar Sections
