Display Abstract

Title Mountain Pass Lemma and New Periodic Solutions of the Singular Second Order Hamiltonian System

Name Li Bingyu
Country Peoples Rep of China
Email sbtgvpgf@163.com
Co-Author(s) Li Fengying and Zhang Shiqing
Submit Time 2014-02-28 10:56:09
Session
Special Session 59: Central configurations, periodic solutions, variational method and beyond in celestial mechanics
Contents
We generalize the classical Ambrosetti-Rabinowitz's Mountain Pass Lemma with Palais-Smale condition for C1 functional to some singular case with Cerami- Palais-Smale condition and then to study the existence of new periodic solutions with a xed period for the singular second order Hamiltonian systems with Strong Force Potential.