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Minimax Theory and Applications
Overview of attention for book
Table of Contents
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Book Overview
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Chapter 1
Nonlinear Two Functions Minimax Theorems
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Chapter 2
Weakly Upward-Downward Minimax Theorem
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Chapter 3
A Two-Function Minimax Theorem
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Chapter 4
Generalized Fixed-Points and Systems of Minimax Inequalities
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Chapter 5
A Minimax Inequality for Marginally Semicontinuous Functions
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Chapter 6
On Variational Minimax Problems under Relaxed Coercivity Assumptions
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Chapter 7
A Topological Investigation of the Finite Intersection Property
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Chapter 8
Minimax Results and Randomization for Certain Stochastic Games
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Chapter 9
Intersection Theorems, Minimax Theorems and Abstract Connectedness
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Chapter 10
K-K-M-S Type Theorems in Infinite Dimensional Spaces
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Chapter 11
Hahn-Banach Theorems for Convex Functions
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Chapter 12
Two Functions Generalization of Horvath’s Minimax Theorem
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Chapter 13
Some Remarks on a Minimax Formulation of a Variational Inequality
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Chapter 14
Network Analysis
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Chapter 15
On a Topological Minimax Theorem and its Applications
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Chapter 16
Three Lectures on Minimax and Monotonicity
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Chapter 17
Fan’s Existence Theorem for Inequalities Concerning Convex Functions and Its Applications
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Chapter 18
An Algorithm for the Multi-Access Channel Problem
Overall attention for this book and its chapters
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syllabi
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Citations
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Book overview
1. Nonlinear Two Functions Minimax Theorems
2. Weakly Upward-Downward Minimax Theorem
3. A Two-Function Minimax Theorem
4. Generalized Fixed-Points and Systems of Minimax Inequalities
5. A Minimax Inequality for Marginally Semicontinuous Functions
6. On Variational Minimax Problems under Relaxed Coercivity Assumptions
7. A Topological Investigation of the Finite Intersection Property
8. Minimax Results and Randomization for Certain Stochastic Games
9. Intersection Theorems, Minimax Theorems and Abstract Connectedness
10. K-K-M-S Type Theorems in Infinite Dimensional Spaces
11. Hahn-Banach Theorems for Convex Functions
12. Two Functions Generalization of Horvath’s Minimax Theorem
13. Some Remarks on a Minimax Formulation of a Variational Inequality
14. Network Analysis
15. On a Topological Minimax Theorem and its Applications
16. Three Lectures on Minimax and Monotonicity
17. Fan’s Existence Theorem for Inequalities Concerning Convex Functions and Its Applications
18. An Algorithm for the Multi-Access Channel Problem
Summary
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Syllabi
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This data is correct as of December 2015 - for more up to date information, please visit
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Medicine