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    MILD SOLUTIONS OF CAUCHY PROBLEMS FOR NONLINEAR DISSIPATIVE EQUATONS
    非线性耗散方程Cauchy问题广义解
    GLOBAL EXISTENCE OF THE CAUCHY PROBLEM FOR NONLINEAR DISSIPATIVE EQUATIONS
    非线性耗散方程Cauchy问题整体解的存在性
    SOLITON SOLUTIONS OF A NONLINEAR DISPERSIVE DISSIPATIVE EQUATION
    非线性色散-耗散方程的孤子解
    EXPLICIT AND EXACT SOLUTIONS TO A NONLINEAR DISPERSIVE DISSIPATIVE EQUATION
    一个非线性色散-耗散方程的显式精确解
    The Bcklund Transformations and Symmetry Reductions For Nonlinear Dissipative Equations
    非线性耗散方程的Bcklund变换及对称约化
    New Solitary Wave Solutions and Periodic Wave Solutions to a Nonlinear Dispersive-dissipative Equation
    一个非线性色散-耗散方程的新孤子解和周期解
    New exact solutions to a nonlinear dispersive-dissipative equation
    一个非线性色散-耗散方程新的精确解
    This paper obtained that the mixed problems with the second boundary condition for seuer-al types important nonlinear wave equations have the quenching property, and the same results are got with a class of dissipative equations
    本文得到了几类重要的非线性波动方程具第二类边界条件的混合问题具有熄灭现象,并对一类耗散方程得到同样的结果。
    Using the bilinear methods in the soliton theroy, we have derived soliton solutions of a nonlinear dispersive dissipative equation, which describes weak nonlinear ionacoustic waves in a plasma consisting of cold ions and warm electrons.
    用孤子理论中的双线性方法,我们求到了一个非线性色散-耗散方程的孤子解,这个方程描述了由冷离子和热电子构成的等离子体中的弱非线性离-声波.
    This paper presents a kind of nonlinear Galerkin method for a class of dissipative equations,and prove the convergence results of this methd.
    对一类耗散方程引入了一种非线性Galerkin方法 ,并证明了这种方法的收敛性 .
    PERIOD AND APPROXIMATE TRIGONOMETRIC POLYNOMIAL SOLUTION FOR LIMIT CYCLE OF A GENERAL LIENARD NONLINEAR DISSIPATION EQUATION ASSOCIATED WITH SMALL PARAMETERS
    小参数广义Lienard型耗散方程周期及三角多项式定常解
    Existence of the solution for an inverse problem in a degenerate diffusion equation
    一类拟线性退化耗散方程的反问题解的存在性
 

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