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1
Intro
2
Systems of linear inequalities
3
Model categories
4
Optimization
5
Concrete Examples
6
Underdetermined Systems
7
Convergence Theory
8
Numerical Error
9
Motivation
10
Conan Sphere Problem
11
Goals
12
Prelims
13
Prox Mappings
14
Set Value Maps
15
Nonexpansiveness
16
Pointwise Alpha
17
Metric regularity
18
Linear convergence
19
Selfmapping
20
Applications
21
Papers
22
Harmonic Analysis
Description:
Explore a comprehensive lecture on nonmonotone operator splitting in nonlinear spaces, delivered by Russell Luke from the University of Goettingen. Delve into advanced optimization theory, algorithms, and applications as part of the Fields Institute's Optimization Lecture Series. Examine systems of linear inequalities, model categories, and concrete examples of underdetermined systems. Investigate convergence theory, numerical error, and the Conan Sphere Problem. Learn about prox mappings, set value maps, nonexpansiveness, and metric regularity. Discover applications in harmonic analysis and gain insights into linear convergence and selfmapping techniques. Enhance your understanding of structured feasibility problems and their solutions in nonlinear spaces.

Structured -In-Feasibility- Nonmonotone Operator Splitting in Nonlinear Spaces

Fields Institute
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