Title of article :
Multiple Heteroclinic solutions of bilateral difference systems with Laplacian operators
Author/Authors :
Liu, Yuji Guangdong University of Finance and Economics - Department of Mathematics, China , Chen, Shengping Guangdong University of Finance and Economics - Department of Mathematics, China
From page :
1
To page :
13
Abstract :
Sufficient conditions guaranteeing the existence of three Heteroclinic solutions of a class of bilateral difference systems are established using a fixed point theorem. It is the purpose of this paper to show that the approach to get Heteroclinic solutions of BVPs using multi-fixed-point theorems can be extended to treat the bilateral difference systems with the nonlinear operators (xrightarrow Delta [pphi (Delta x)]) and (yrightarrow Delta [qpsi (Delta y)]).
Keywords :
Laplacian operator. Bilateral difference system. Heteroclinic solution .Fixed point theorem
Journal title :
Mathematical Sciences
Journal title :
Mathematical Sciences
Record number :
2569123
Link To Document :
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