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EXISTENCE OF PERIODIC TRAVELING WAVE SOLUTIONS FOR THE OSTROVSKY EQUATION

机译：OsTROVsKY方程周期行波解的存在性

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Naoyuki Ishimura; Tetsu Mizumachi;
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年度 2015
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1. Existence of periodic traveling wave solutions for the Ostrovsky equation [J] . Naoyuki Ishimura, Tetsu Mizumachi Mathematical Methods in the Applied Sciences . 2008,第14期

机译：Ostrovsky方程的周期行波解的存在性
2. Existence of periodic travelling-wave solutions of nonlinear, dispersive wave equations [J] . Chen HQ Nonlinearity . 2004,第6期

机译：非线性色散波方程的周期行波解的存在性
3. Existence of periodic travelling wave solutions of non-autonomous reaction–diffusion equations with lambda–omega type [J] . Shao Yuan Huang, Sui Sun Cheng Journal of Mathematical Analysis and Applications . 2014,第1期

机译：具有λ-ω型非自治反应扩散方程的周期行波解的存在性
4. Existence and Uniqueness of Periodic Traveling Wave Solution to A Foced Generalized Kdv-Burgers Equation [C] . International Computer Congress on Wavelet Analysis and Its Applications, and Active Media Technology vol.2; 200405; Chongqing(CN) . 2004

机译：广义广义Kdv-Burgers方程周期行波解的存在唯一性。
5. Existence and stability of traveling wave solutions of neuronal network equations. [D] . Zhang, Linghai. 1999

机译：神经网络方程行波解的存在性和稳定性。
6. Sine-Gordon Equation in (1+2) and (1+3) dimensions: Existence and Classification of Traveling-Wave Solutions [O] . Yair Zarmi -1

机译：（1 + 2）和（1 + 3）维中的Sine-Gordon方程：行波解的存在性和分类
7. Existence of periodic traveling wave solutions for the Ostrovsky equation [O] . Ishimura Naoyuki, Mizumachi Tetsu, 石村直之, 2008

机译：Ostrovsky方程的周期行波解的存在性
8. On the Existence of Periodic Traveling Wave Solutions to Nonlinear Dispersive Equations [R] . Iwamiya, T., Takahashi, T. 1980

机译：非线性色散方程周期行波解的存在性

EXISTENCE OF PERIODIC TRAVELING WAVE SOLUTIONS FOR THE OSTROVSKY EQUATION

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