一类具时滞变量的类p-Laplacian Liénard微分方程周期解的存在性
일류구시체변량적류p-Laplacian Liénard미분방정주기해적존재성
EXISTENCE OF PERIODIC SOLUTIONS FOR A p-LAPLACIAN-LIKE LI(E)NARD DIFFERENTIAL EQUATION WITH A DEVIATING ARGUMENT
  • 万方数据
    数学杂志 수학잡지
    JOURNAL OF MATHEMATICS
    2011年 1期 48-54 ,共7页

    梁峰%鲁世平%韩茂安

    량봉%로세평%한무안

    周期解%类p-Laplacian算子%Liénard微分方程%时滞变量%广义Borsuk定理 週期解%類p-Laplacian算子%Liénard微分方程%時滯變量%廣義Borsuk定理
    주기해%류p-Laplacian산자%Liénard미분방정%시체변량%엄의Borsuk정리
    periodic solution%p-Laplacian-like%Liénard differential equation%deviating argument%generalized Borsuk theorem
    本文研究了一类具类p-Laplacian项Liénard微分方程.应用广义Borsuk定理,在系数c(t)为非常值函数的情况下,得到了该方程周期解存在性的一个新的结果.
    본문연구료일류구류p-Laplacian항Liénard미분방정.응용엄의Borsuk정리,재계수c(t)위비상치함수적정황하,득도료해방정주기해존재성적일개신적결과.
    In this article,we study a kind of p-Laplacian-like Liénard differential equation.By using the generalized Borsuk theorem in coincidence degree theory,a new result on the existence of its periodic solution is obtained in the case that the cofficient c(t)is not a constant function.
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