2) stochastict differential integral equation
随机微分积分方程
1.
This paper uses Adomian s decomposition method to solve the stochastict differential integral equation (1) under some conditions,and to retain all terms of o(ε 2),this improves on the solution given by Mei Renwei et al in particle disporsion in isotropic turbulence under Stokes drag and Basset force with gravitational.
利用Ａｄｏｍｉａｎ的分解方法在某些条件下解随机微分积分方程，保留所有ｏ（ε２）项，改进了１９９１年ＭｅｉＲｅｎｗｅｉ等只考虑到ｏ（ε）项的研究结果。
3) Stochastic integro-differential equations
随机积分微分方程
1.
Fixed points and stability of stochastic integro-differential equations
不动点与一类随机积分微分方程的稳定性(英文)
4) stochastic integral equation
随机积分方程
1.
The stability of some stochastic integral equation;
一类随机积分方程解的稳定性
5) system of random integral equations
随机积分方程组
6) stochastic Volterra integral equations
随机Volterra积分方程
1.
In this dissertation, it is studied the stability of some kinds of stochastic delay dif-ferential equations and stochastic Volterra integral equations.
近几十年来,随机延迟微分方程与随机Volterra积分方程已经被广泛地应用到自动控制、生物学、化学反应工程、医学、经济学、人口学等众多领域中。
补充资料：随机微分方程
见随机积分。
说明：补充资料仅用于学习参考，请勿用于其它任何用途。
参考词条