Two academics who had studied, or taught, at the University of Chicago, Fischer Black and Myron Scholes, developed a theory of option pricing.
两个在芝加哥大学求过学的学者，FischerBlack及Myron Scholes共同开发出了期权交易价格理论。
The third chapter is the core of this paper, in which we deduce formula of Asian option pricing models with transaction costs systematically.
第三章是本文的核心部分，系统地推导了支付交易费的亚式期权定价公式。
As one of the most successful application of mathematics in economics, modern option pricing theory plays an important role in economic study.
作为数学理论在经济学中最成功的应用之一，现代期权定价理论在经济研究中有着重要应用。
The option pricing problem is one of the important research topics in the field of financial economics. The Black-Scholes model has provided the way for people to study this issue.
期权定价问题历来是金融经济学中的重要研究课题之一，布莱克-斯科尔斯模型为人们提供了研究这一课题的方法。
The European B-S model of option pricing is extended.
对欧式期权定价的B-S模型进行了推广。
Then, we extended option pricing of some exotic options.
从而，我们推广了部分奇异期权的定价。
This part derives the option pricing formula by using the dynamic programming method.
此处运用动态规划方法推出期权定价公式。
This way of option pricing is simple and direct. It provides another way to price exotic options.
这种期权定价方法简单且直接，提供了定价新型期权的另一种途径。
Includes: (1) The application of B-S option pricing model in enterprise strategy investment decision.
包括：(1)B - S期权定价模型在企业战略投资决策中的应用。
Under this hypothesis, the option pricing formula is deduced. So a reference price is offered in practice.
在此假设下，推导出了欧式期权的定价公式，为实践者提供一个参考价格。
Using option pricing method, this article obtained a new pricing model of convertible bond with credit risk.
利用期权定价方法对可转换债券进行定价，并得到了一个考虑违约风险的可转换债券定价新模型。
In traditional option pricing method the volatility is assumed as a constant, but this is contradicted to the fact.
传统的期权定价都是假设波动率为固定常数，而这与实际不太相符。
These pricing formulas generalize the corresponding European option and European exchange option pricing on jump-diffusions.
该公式是标准跳扩散模型下的欧式期权及欧式交换期权定价公式的推广。
Chapter IV is the empirical part, we obtain how scaling and long-range dependence affect option pricing by numerical analysis.
第四章是本文的实证部分，通过数值分析得出标度与长记忆性对期权定价的影响。
The application of computers and advanced communication technology makes it possible to use complicated option pricing formulas.
随着计算机、先进通讯技术的应用，复杂期权定价公式的运用成为可能。
Through the theory of probability, we show the formula of the trinomial option pricing model for finite periods in a stock market.
利用概率论的理论，推导出了某一假定证券市场中有限周期买入期权的三项式期权定价公式。
The conclusion is that ESO should be measured by fair value. To be specific, ESO should be measured by stock option pricing model.
笔者的结论为：对经理人股票期权应采用公允价值的计量属性，具体而言，就是采用期权定价模型来计量经理人股票期权。
The main purpose of this article is to solve European option pricing and hedging in a jump-diffusion model in financial mathematics.
本文的主要目的是解决金融数学中标的资产带跳的欧式期权的定价问题和套期保值。
Pricing options with constant interest rate under jump-diffusion models is always a very important problem in option pricing research.
跳跃—扩散模型下利率为常数的期权定价问题一直是期权定价研究的重点问题之一。
Introducing the principle of option pricing , we obtain the accurate pricing formulas to two kinds of mortgage insurance under six models.
本文将两类保证险的定价引入期权定价理论，对六种模型给出了精确的定价公式。
Therefore it is necessary for us to study the option pricing problem when the stock returns have long-range dependence and momentum effect.
因此我们有必要研究股票收益具有长期依赖性及动量效应时的期权定价问题。
For the widely application of Asian options, the article transplants the actuarial option pricing approach to the pricing of Asian options.
鉴于亚式期权在现实中的广泛的应用，本文将保险精算定价方法用于亚式期权的定价上。
Chapter III discusses in detail the option pricing principles, including the options pricing theory and the basis of option pricing formula.
第三章详细论述了期权定价原理，包括期权定价理论基础和期权定价公式。
This suggests that using GH as building block, we may hopefully get some more realistic models in Value at Risk modelling and option pricing.
从而，以GH分布为基本模块构造风险管理模型和金融衍生产品定价公式在理论和实际应用中都将有重要意义。
This article brings forward the methods of appraising the value of human resources in universities and puts the option pricing theory into it.
在提出高校人力资源价值估价的方法基础上，将期权定价理论拓展后应用到高校人力资源价值的评价中。
The KMV Model, which is based on Merton′s option pricing theory, is applied to get the expected default frequency and default loss of the loan.
运用基于期权定价理论的KMV模型来得到公司的预期违约率和违约损失，从而能合理地确定贷款利率。
The KMV Model, which is based on Merton′s option pricing theory, is applied to get the expected default frequency and default loss of the loan.
运用基于期权定价理论的KMV模型来得到公司的预期违约率和违约损失，从而能合理地确定贷款利率。
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