Oscillation tests for certain systems of parabolic differential equations with neutral type

Li WN; Han MA

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Oscillation tests for certain systems of parabolic differential equations with neutral type

机译：某些中立型抛物型方程组的振动测试

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摘要

Sufficient conditions are established for the forced oscillation of a class of systems of neutral parabolic differential equations with deviating arguments. The main results are illustrated by some examples.

机译：为一类中立抛物线微分方程组的强迫振动建立了充分的条件。通过一些例子说明了主要结果。

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来源
《The Rocky Mountain journal of mathematics》 |2006年第4期|共16页
作者
Li WN; Han MA;
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原文格式 PDF
正文语种 eng
中图分类数学;
关键词
oscillation; system; parabolic differential equation; deviating argument; neutral type;

机译：振动;系统;抛物型微分方程;变元;中立型;

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专利

1. Oscillation tests for certain systems of parabolic differential equations with neutral type [J] . Li WN, Han MA The Rocky Mountain journal of mathematics . 2006,第4期

机译：某些中立型抛物型方程组的振动测试
2. OSCILLATION THEOREM TO SYSTEMS OF IMPULSIVE NEUTRAL DELAY PARABOLIC PARTIAL DIFFERENTIAL EQUATIONS [J] . Luo Liping, Ouyang Zigen 微分方程年刊：英文版 . 2007,第003期

机译：脉冲中性抛物型抛物型偏微分方程组的振动定理
3. Oscillation of systems of certain neutral delay parabolic differential equations [J] . Wei NianLi, Bao TongCui, LokenathDebnath International journal of stochastic analysis . 2003,第1期

机译：某些中立时滞抛物型方程的振动性。
4. Oscillation of Nonlinear Impulsive Parabolic Equations of Neutral Type [C] . Ting Liu, Xinlei Yi, Huijuan Li, 2010 International Conference on Computing, Control and Industrial Engineering . 2010

机译：非线性中立型脉冲抛物型方程的振动性。
5. Vibrational and adaptive control of a class of distributed parameter systems described by parabolic partial differential equations. [D] . Hong, Keum Shik. 1991

机译：抛物线偏微分方程描述的一类分布参数系统的振动和自适应控制。
6. PARABOLIC SYSTEMS OF DIFFERENTIAL EQUATIONS WITH TIME DEPENDENT COEFFICIENTS [O] . 1957

机译：具有时间相关系数的微分方程的抛物线方程组
7. Oscillation of systems of certain neutral delay parabolic differential equations [O] . Wei Nian Li, Bao Tong Cui, Lokenath Debnath 2003

机译：某些中立时滞抛物型方程的振动性。

Oscillation tests for certain systems of parabolic differential equations with neutral type

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