YoVDO

Simon Foucart: Essentials of Compressive Sensing

Offered By: Hausdorff Center for Mathematics via YouTube

Tags

Linear Programming Courses Greedy Algorithms Courses

Course Description

Overview

Explore the foundations of Compressive Sensing in this comprehensive lecture, the second in a series by Simon Foucart. Delve into the revolutionary field that has significantly impacted science and engineering by revealing methods to acquire structured high-dimensional objects using minimal information. Learn about the elegant mathematical theory underpinning Compressive Sensing, including exact reconstruction of sparse vectors, stable and robust reconstruction of nearly sparse vectors with minor errors, and various reconstruction algorithms. Discover key concepts such as matrix coherence, restricted isometry constants, random measurement matrices, their optimality, and structure beyond sparsity. Gain insights into how Compressive Sensing has transformed data acquisition and processing across multiple disciplines.

Syllabus

Simon Foucart: Essentials of Compressive Sensing (Lecture 2)


Taught by

Hausdorff Center for Mathematics

Related Courses

Linear and Discrete Optimization
École Polytechnique Fédérale de Lausanne via Coursera
Linear and Integer Programming
University of Colorado Boulder via Coursera
Graph Partitioning and Expanders
Stanford University via NovoEd
Discrete Inference and Learning in Artificial Vision
École Centrale Paris via Coursera
Convex Optimization
Stanford University via edX