Title of article
Existence of Periodic Solutions of p(t)-Laplacian Systems
Author/Authors
Zhang, Liang Central South University - School of Mathematical Sciences and Computing Technology, China , Chen, Yi Central South University - School of Mathematical Sciences and Computing Technology, China
From page
25
To page
38
Abstract
In this paper, by using the least action principle in critical point theory, we obtain some existence theorems of periodic solutions for p(t)-Laplacian system {d/dt(|u˙(t)|p(t)−2u˙(t))=∇F(t,u(t))a.e. t∈[0,T], u(0)−u(T)=u˙(0)−u˙(T)=0, which generalize some existence theorems.
Keywords
Periodic solutions , p(t) , Laplacian systems , variational methods , least action principle.
Journal title
Bulletin of the Malaysian Mathematical Sciences Society
Journal title
Bulletin of the Malaysian Mathematical Sciences Society
Record number
2550001
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