By using the theory of coincidence degree, we study a kind of periodic solution to p-Laplacian differential equation with a deviating argument such as （φp（x＇（t）））＇ ＋ f（x（t）） ＋ g（x（t - τ（t））） = e...By using the theory of coincidence degree, we study a kind of periodic solution to p-Laplacian differential equation with a deviating argument such as （φp（x＇（t）））＇ ＋ f（x（t）） ＋ g（x（t - τ（t））） = e（t）, a result on the existence of periodic solution is obtained.展开更多
Using the theory of coincidence degree,we study a kind of periodic solutions to p-Laplacian generalized Liénard equation with deviating arguments. A result on the existence of periodic solutions is obtained.
基金This research was supported by Natural Science Foundation of Anhui Province (No.050460103)Natural Science Foundation by the Bureau of Education of Anhui Province (No.2005kj031ZD).
文摘By using the theory of coincidence degree, we study a kind of periodic solution to p-Laplacian differential equation with a deviating argument such as （φp（x＇（t）））＇ ＋ f（x（t）） ＋ g（x（t - τ（t））） = e（t）, a result on the existence of periodic solution is obtained.
基金This research was supported by Natural Science Foundation of Bureau of Education of Anhui Province (No.KJ2008B235)Special Natural Science Foundation of Anhui University of Finance and Economics (ACKTQ0748ZC).
文摘Using the theory of coincidence degree,we study a kind of periodic solutions to p-Laplacian generalized Liénard equation with deviating arguments. A result on the existence of periodic solutions is obtained.
