1.
Also, approximately viewing the groundwater migration in porous media as Brown movement, the laws of groundwater movement being studied by introducing Ito stochastic integral.
并将多孔介质中地下水运移近似看作布朗运动，引入伊藤随机积分研究地下水运动规律。
2.
This method is based on Ito stochastic differential equation which provides the statistical characteristic of the state variables.
此研究方法是以伊藤随机微分方程式为主。
3.
Reaserch on Ito Stochastic Differential Equation and Its Application in Electric Power System
伊藤随机微分方程及其在电力系统中应用研究
4.
A Predictive Algorithm Based on the Ito Stochastic Differential Equation and Its Application;
一种基于伊藤随机微分方程的预测算法及其应用
5.
JOHNNIAC (JOHN von Neumann,Integrator and Automatic Computer)
约翰·冯·诺伊曼积分器和自动计算机
6.
A Two-parameter Stochastic Diffcrentical-integral Equation in the plane;
平面上一类两指标随机微分积分方程
7.
Mean-square Henstock Integrals of Fuzzy Stochastic Processes;
模糊随机过程的均方Henstock积分
8.
Black-Scholes Model Deduction Based on Stochastic Differential Equation;
随机微积分推导Black-choles公式
9.
Stochastic Monotone Markov Integrated Semigroups
随机单调Markov积分半群(英文)
10.
The Stability of Some Kinds of Stochastic Delay Differential Equations and Stochastic Volterra Integral Equations
某些随机延迟微分方程与随机Volterra积分方程的稳定性
11.
The Weak Solution of Two-parameter Differentical-integral Equation in the plane;
平面上一类两指标随机积分微分方程的弱解
12.
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)
13.
The Wistarrats are grouped randomly into three groups: negative control group; AIA group;
第一部分实验动物随机分为三组,即正常对照组,模型组和雷公藤治疗组。
14.
The Convolutions of Non-identical Distributions and the Tail Probability for the Supremum of a Random Walk;
不同分布的卷积及一类随机动上确界的尾概率
15.
Deterministic Integration Algorithms for Stochastic Response Computations of Non-Linear Systems;
非线性体系随机响应计算的确定性积分方法
16.
Pattern Classification Based on Kernel Methods and Stochastic Learning of the Cumulative;
基于核方法与累积量随机学习的模式分类研究
17.
An extended precise integration method for response of a structure subjected to evolutionary random exciation
受演变随机激励结构响应的扩展精细积分方法
18.
The existence and uniqueness of solutions to stochastic Volterra equations with general type
一般类型随机Volterra积分方程解的存在唯一性