嘉应学院学报
嘉應學院學報
가응학원학보
JOURNAL OF JIAYING UNIVERSITY
2012年
5期
5-7
,共3页
双曲型%偏泛函微分方程%振动性%偏差变元
雙麯型%偏汎函微分方程%振動性%偏差變元
쌍곡형%편범함미분방정%진동성%편차변원
hyperbolic%partial functional differential equation%oscillation%deviating arguments
研究一类具连续偏差变元的非线性中立双曲型偏泛函微分方程的振动性，借助Green公式和微分不等式技巧，获得了这类方程在Robin边值条件下所有解振动的若干新的充分性条件，所得结果推广了一些文献的相关结果．
研究一類具連續偏差變元的非線性中立雙麯型偏汎函微分方程的振動性，藉助Green公式和微分不等式技巧，穫得瞭這類方程在Robin邊值條件下所有解振動的若榦新的充分性條件，所得結果推廣瞭一些文獻的相關結果．
연구일류구련속편차변원적비선성중립쌍곡형편범함미분방정적진동성，차조Green공식화미분불등식기교，획득료저류방정재Robin변치조건하소유해진동적약간신적충분성조건，소득결과추엄료일사문헌적상관결과．
In this article, the oscillation of a class of nonlinear neutral hyperbolic partial differential equations with deviating arguments is studied. By employing the Gree＇ s formula and the technique of differential inequalities, some new suffcient conditions for oscillaton of all solutions of such equations are obtained under Robin D boundary value condition. The results generlize some of the lastest results.
