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Minimax Theory and Applications Book

Minimax Theory and Applications
Minimax Theory and Applications, , Minimax Theory and Applications has a rating of 4.5 stars
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  • Minimax Theory and Applications
  • Written by author Biagio Ricceri
  • Published by Springer-Verlag New York, LLC, May 1998
  • This volume contains the proceedings of the workshop on Minimax Theory and Applications, held from September 30 to October 6, 1996, in Erice, Italy. The book deals mainly with classical minimax theory, reflecting on current trends in the basic theory
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Preface
Nonlinear Two Functions Minimax Theorems1
Weakly Upward-Downward Minimax Theorem21
A Two-Function Minimax Theorem29
Generalized Fixed-Points and Systems of Minimax Inequalities35
A Minimax Inequality for Marginally Semicontinuous Functions41
On Variational Minimax Problems under Relaxed Coercivity Assumptions53
A Topological Investigation of the Finite Intersection Property71
Minimax Results and Randomization for Certain Stochastic Games91
Intersection Theorems, Minimax Theorems and Abstract Connectedness105
K-K-M-S Type Theorems in Infinite Dimensional Spaces121
Hahn-Banach Theorems for Convex Functions135
Two Functions Generalization of Horvath's Minimax Theorem147
Some Remarks on a Minimax Formulation of a Variational Inequality157
Network Analysis167
On a Topological Minimax Theorem and its Applications191
Three Lectures on Minimax and Monotonicity217
Fan's Existence Theorem for Inequalities Concerning Convex Functions and its Applications241
An Algorithim for the Multi-Access Channel Problem261
Author Index271


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