Some Applications of Generalized Mountain Pass Lemma

Published 24 Feb 2014 in math.FA and math.DS | (1402.5725v1)

Abstract: The Ghoussoub-Preiss's generalized Mountain Pass Lemma with Cerami-Palais-Smale type condition is a generalization of classical MPL of Ambrosetti-Rabinowitz, we apply it to study the existence of the periodic solutions with a given energy for some second order Hamiltonian systems with symmetrical and non-symmetrical potentials.

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