£124.57

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£125 today · all-time low £123 (Aug 2026) · usually £125

Springer Minimax Theorems Hemivariational Inequalities - Springer

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Description

Minimax Theorems and Qualitative Properties of the Solutions of Hemivariational Inequalities is a comprehensive mathematical text examining boundary value problems through variational and hemivariational inequality frameworks. This volume, part of the Nonconvex Optimization and Its Applications series, addresses two principal classes of boundary value problems: those leading to variational inequalities associated with convex energy functions, and those generating hemivariational inequalities linked to nonconvex energy functions. Authored by leading researchers in the field, including pioneering work dating from 1981, this book synthesises decades of mathematical research into a unified treatment. The text provides essential theoretical foundations and qualitative analysis for understanding solutions to complex boundary value problems in nonconvex optimisation. Ideal for advanced mathematicians, researchers, and graduate students working in optimisation theory, functional analysis, and applied mathematics seeking rigorous treatment of hemivariational inequality theory.

Key Features

Part of the established Nonconvex Optimization and Its Applications series (volume 29) from Springer.

Covers both variational inequalities with convex energy functions and hemivariational inequalities with nonconvex energy functions.

Addresses minimax theorems and qualitative properties of solutions for complex boundary value problems.

Includes pioneering research contributions beginning from foundational work in 1981 by leading mathematicians.

Suitable for graduate-level study and professional research in optimisation, functional analysis, and applied mathematics.

Product Specifications

Format
hardcover
Domain
Amazon UK
Release Date
31 December 1998
Listed Since
15 December 2006

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