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- higher order nonlinear difference equations 高阶非线性差分方程组
- nonautonomous nonlinear difference equations 非自治非线性差分方程
- Oscillation of Second Order Self-conjugate Nonlinear Difference Equations 二阶自共轭非线性差分方程的振动性
- Oscillations of Second Order Nonlinear Difference Equations with Damping Term 二阶非线性阻尼差分方程的振动性
- higher order nonlinear difference equation 高阶非线性差分方程
- nonlinear difference equation and systems 非线性差分方程与方程组
- Derivative Convergence of Higher Order Nonlinear Difference Equations and its Applications 高阶非线性差分方程的导数收敛及其应用
- Oscillation for the Bounded Solution of Unstable Type Neural Second-order Nonlinear Difference Equations 二阶不稳定中立型非线性差分方程有界解的振动性
- Oscillation of Second Order Nonlinear Difference Equations with Nonlinear Damping Term 带有非线性阻尼项的二阶非线性差分方程的振动性
- Multiplicity of periodic and subharmonic solutions to second order nonhomogeneous nonlinear difference equations and systems 二阶非齐次非线性差分方程与方程组的次调和周期解的多解性
- NUMERICAL CONTINUATION METHOD FOR SOLVING NONLINEAR DIFFERENCE EQUATIONS OF QUASILINEAR PARABOLIC BOUNDARY VALUE PROBLEM 解拟线性抛物型初边值问题差分方程的数值延拓法
- Oscillation of a Self-Conjugate Nonlinear Difference Equation 一类自共轭非线性差分方程的振动性
- nonlinear difference equations 非线性差分方程
- Numerical continuation method for solving nonlinear difference equations of ordinary differential equation boundary value problem 解非线性常微分方程边值问题差分方程的数值延拓法
- Oscillation for the Bounded Solution of a Class High Order Nonlinear Difference Equation with Several Variable Delay 一类高阶非线性多变时滞差分方程有界解振动性
- Using the difference equations, we can try to reconstruct the deep past. 我们可以尝试使用差分方程式重建非常久远以前的历史。
- Previous chapters have dealt with the derivation of systems of difference equations. 前面几章已经论述了差分方程组的推导。
- Some sufficient conditions for oscillation of the system are obtained for a class of nonlinear non-autonomous neutral difference equations with continuous argument and delay under weak conditions. 摘要考虑一类非线性非自治中立型时滞连续变量差分方程，在比较弱的条件下，得到了该方程振动的几个充分条件。
- A sufficient condition for the permanence of the three-dimension nonlinear difference system is obtained, which generalizes some known result. 得到了三维非线性差分系统持久性的一个充分条件;推广了已有文献中的部分结果.
- The difference equations derived will now contain integrals with respect to time because of the convolutions involved. 由于包含卷积,所推导的差分方程包括对时间的积分。
