Natural Foundation of Wuyi University,China(No.XQ201305);Young-Middle-Aged Teachers Education Scientific Research Project in Fujian Province,China(No.JA15524)
Homoclinic solutions were introduced for a prescribed mean curvature Lienard p-Laplacian equation with a deviating argument.It was divided into three parts to discuss the existence of homoclinic solutions.By using an ...
supported by the National Natural Science Foundation of China(11102078 and 11032009);Foundation of Jiangxi Education Committee of China(GJJ1169)
Time-delay effects on the dynamics of Li^nard type equation with one fast variable and one slow variable are investigated in the present paper. By using the methods of stability switch and geometric singular perturbat...
Project supported by the National Natural Science Foundations of China (No.10471066).
The purpose of this paper is to study a general Lidnard type cubic system with one antisaddle and two saddles. We give some results of the existence and uniqueness of limit cycles as well as the evolution of limit cyc...
Supported by the National Natural Science Foundation of China (No. 10371034);the Doctor Program Foundation of the Ministry of Education of China (20010532002);Key Object of Chinese Ministry of Education ([2002] 78).
By applying the topological degree theory, we establish some sufficientconditions for the existence on T-periodic solutions for the Liénard-type equation x' + Σ from i=1to n of h_i(x)|x'|^(2α_i) + f_1(x)|x'|~2 + f_...
In this paper, time delay Lienard's equations are considered, by using the theory of concidence degree, a sufficient condition of existence of at least one 2π-periodic solution is obtained.
We have worked out the motion of charged particle electromagnetic field by the application of the LienardWiechert Potential,and proved that the electromagnetic field of even motion of charged particle meets the dema...