The Mountain Pass Theorem: Variants, Generalizations And Some Applications

The Mountain Pass Theorem: Variants, Generalizations And Some Applications
by Youssef Jabri / / / PDF


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Joussef Jabri presents min-max methods through a comprehensive study of the different faces of the celebrated Mountain Pass Theorem (MPT) of Ambrosetti and Rabinowitz. Jabri clarifies the extensions and variants of the MPT in a complete and unified way and covers standard topics: the classical and dual MPT second-order information from PS sequences symmetry and topological index theory perturbations from symmetry convexity and more. He also covers the non-smooth MPT the geometrically constrained MPT numerical approaches to the MPT and even more exotic variants. A bibliography and detailed index are also included.

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