difference differential equation

基本解釋

The linear boundary value problems on second order nonlinear Hammerstein type integro-differential-difference equation were studied by means of differential inequality theories.
考慮一階脈沖泛函微分方程非線性邊值問題，利用上下解方法和單調(diào)迭代技術(shù)得到了耦合解和唯一解存在的充分條件。
The compatibility of the difference equation with the partial differential equation and stability of splitting-up algorithm for solution of higher order migration equation are discussed.
本文討論用分裂算法解高階偏移方程時(shí)所用的有限差分方程與原偏微分方程的相容性和算法的穩(wěn)定性。
This paper made use of oscillations of delay differential equation and difference equation, established oscillation criteria for nonlinear difference equation with continuous argument.
通過時(shí)滯微分方程和離散差分方程的振動(dòng)性，建立了具有連續(xù)變量的非線性差分方程的振動(dòng)性條件。
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