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《Journal of The Hebei Academy of Sciences》 2000-01
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Oscillation criteria of solutions for a certain partial functional differential equations

TIAN Da-zeng;YAN Ling-pu(Hehei University, Baoding 071002,China;Professional Training Center of Hengshui, Hengshui 053000,China)  
In this paper, oscillation criteria of solutions for a certain partial functional differential equations are obtained.
【CateGory Index】: O175.27
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【Co-citations】
Chinese Journal Full-text Database 10 Hits
1 DENG Li hu 1, GE Wei gao 1, WANG Pei guang 2 (1.Department of Mathematics, Beijing Institute of Technology, Beijing100081; 2.Department of Mathematics,Hebei University,Baoding071002);Forced Oscillation of Hyperbolic Equation with Distributed Deviating Argument[J];Journal of Beijing Institute of Technology;2000-05
2 LUO Li-ping (Department of Mathematics,Hengyang Normal University,Hengyang 421008);Forced Oscillation of High-order Nonlinear Partial Functional Differential Equations[J];Chinese Journal of Engineering Mathematics;2007-01
3 PENG Bai-yu(Department of Mathematics,Hengyang Normal University,Hengyang 421008,China);Oscillatory Criteria for a Class of Nonlinear Neutral Partial Differential Equations with Continuous Distribution Delay[J];Journal of Gansu Lianhe University(Natural Science Edition);2007-03
4 CAI Jiang-tao,LUO Li-ping,YANG Liu (Department of Mathmatics,Hengyang Normal University,Hengyang 421008,China);Oscillation of Solutions to a Class of Second Order Damped Partial Differential Equations with High Order Laplace Operator[J];Journal of Gansu Lianhe University(Natural Science Edition);2008-05
5 PENG Bai-yu (Mathematics Department,Hengyang Normal University,Hengyang,Hunan,421008,China);Oscillation for a Class of Partial Differential Equations with Continuous Distribution Delay[J];Guangxi Sciences;2007-01
6 LUO Li-ping,YANG Liu (Department of Mathematics and Computational Science,Hengyang Normal University,Hengyang 421008,China);H-oscillation of neutral vector parabolic partial differential equations with continuous deviating arguments[J];Pure and Applied Mathematics;2009-04
7 CAI Jiang-tao,LUO Li-ping,XIAO Juan(Dept.of Mathematics,Hengyang Normal University,Hengyang 421008,China);Oscillation of solutions to a class of second order damped time-delay partial differential equations[J];Journal of Hefei University of Technology(Natural Science);2009-03
8 LUO Li-ping (Dept.of Math.,Hengyang Normal Univ.,Hengyang 421008,China);Oscillation criteria of nonlinear parabolic partial functional differential equations with continuous distribution delay[J];Journal of Naval University of Engineering;2007-02
9 YANG Wen-shu 1,LIN Wen-xian 2 (1.Department of Mathematics,Jiaying University,Meizhou,514015,China; 2.Department of Mathematics,Hanshan Teachers′ College,Chaozhou,521041,China);Oscillation for a Class of Nonlinear Neutral Type Delay Hyperbolic Differential Equations[J];Journal of Henan Normal University(Natural Science);2002-01
10 Wang Youyou,Lin Shizhong(Department of Mathematics,Hainan Normal University,Haikou 571158,China);Oscillation criteria of nonlinear higher order delay partial differential equations of neutral type[J];Journal of Hainan Normal University(Natural Science);2007-04
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