Nevus of Ito

Two cases of nevus of Ota associated with nevus of Ito and nevus flammeus;

太田痣并发伊藤痣和鲜红斑痣

Using Brownian process,this article constructs Ito integral,and then deducts ItoDoeblin formular(Ito Theorem).

本文从布朗运动着手,构造了Ito积分,推导出Ito-Doeblin公式(即伊藤定理),在此基础上得到了公式Black-choles期权定价公式。

In this paper,the dynamic programming method and Bellman equation are introduced,and then Bellman equation and Ito lemma are used to introduce a famous irreversible investment model.

本文介绍了动态规划及其基本方程———贝尔曼方程,然后应用贝尔曼方程和处理不确定性问题的基本引理———伊藤引理,阐释了一个著名的不可逆性投资模型及其现实应用,由此抛砖引玉,推进该领域的研究。

This paper studied the polybasic Ito process,realized the development of B-S model, and through the standardized random variable of petroleum exploration and development,brought in two variables of international.

对多元伊藤过程进行研究,实现了期权估价的B-S模型的扩展,并且通过对开发勘探中随机变量的规范,引入国际油价和汇率两个变量,开发出一种新型的石油开发实物期权评价方法。

It Integrals of the Real Predicable Processes Respect to Fuzzy Set-valued Wiener Stochastic Process;

实值可料过程关于模糊集值Wiener过程的伊藤积分

In order to study the It integrals of the real predictable processes with respect to bounded integrable compact convex set-valued Wiener stochastic process, the related definition and characters of simple real predictable processes were first presented, then the conclusion was extended to general real predictable processes.

为研究实值可料过程关于可积有界紧凸集值 Wiener过程的伊藤积分 ,先从简单实值可料过程入手 ,以支撑函数为工具 ,给出相关定义及性质。

Fabrication of the Story That Yan Fu and Ito Hirobumi Were Classmates in England;

严复与伊藤博文“同学”说探源

Ito Hirobumi and the Wuxu Coup;

伊藤博文访华与戊戌政变

Exploration into the Statement that Yan Fu and Ito Hirobumi Were Classmates in Britain;

严复、伊藤博文“同学”说考订