Critical point theory and its applications

Author(s)

Bibliographic Information

Critical point theory and its applications

by Wenming Zou, Martin Schechter

Springer, c2006

Available at  / 18 libraries

Search this Book/Journal

Note

Bibliography: p. [287]-315

Includes index

Description and Table of Contents

Description

This book presents some of the latest research in critical point theory, describing methods and presenting the newest applications. Coverage includes extrema, even valued functionals, weak and double linking, sign changing solutions, Morse inequalities, and cohomology groups. Applications described include Hamiltonian systems, Schroedinger equations and systems, jumping nonlinearities, elliptic equations and systems, superlinear problems and beam equations.

Table of Contents

Preliminaries.- Functionals Bounded Below.- Even Functionals.- Linking and Homoclinic Type Solutions.- Double Linking Theorems.- Superlinear Problems.- Systems with Hamiltonian Potentials.- Linking and Elliptic Systems.- Sign-Changing Solutions.- Cohomology Groups.

by "Nielsen BookData"

Details

Page Top