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。
The option pricing and volatility estimate is financial project, financial mathematics problem of leading edge as well as a hot one at present.
期权定价理论是目前金融工程、金融数学所研究的前沿和热点问题。
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。
There are mainly three evaluation methods: Discounted Cash Flow method, Relative Comparables method and Option Pricing method.
估价方法主要有三种：贴现现金流估计法、相对估计法和期权估计法。
Besed on the analysis of technology and market uncertainty of R&D project, a multi-step quadranomial option pricing model is presented for valuing an ongoing R&D project.
在分析R&D项目技术和市场不确定性分布特征的基础上，提出多步骤四项式期权定价模型，用于R&D项目进展评估。
But the real option is not free, investors must consider their cost and option value, so it is very important to pricing real option.
由于实物期权并非免费获得，决策者必须在其获得成本与期权价值之间进行权衡，因此实物期权的定价问题就显得尤为重要。
So measuring value of material option by pricing theory option is a break-through method and can be more scientific and reasonable.
将期权定价理论应用于度量实物期权的价值，是对传统财务决策方法的突破，使企业财务决策行为更为科学化、理性化。
As generalizing the theory of option pricing, contingent claims analysis can Handel debt valuation, and sometime give closed form expressions.
未定权益分析作为期权定价理论的推广，广泛运用于债务估值，并能给出解析表达式。
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。
Chapter 3 introduce the option theory and option pricing theory.
第3章，介绍期权理论和期权定价理论。
In this paper, we derive the pricing formulas for European option and exotic options by using Martingale method.
本文利用鞅方法重新推导出了欧式期权和一些奇异期权的定价公式。
It discusses the principles, the model of value assessment and the suitable conditions for Discount Cash Flow (DCF), market comparative method and option pricing method.
详细探讨了折现现金流量法、市场比较法和期权定价法的原理、价值评估模型及其适用条件。
This paper summarizes the study on options pricing in view of quantum finance, such as the path integrals approach, the gauge theory of arbitrage, and the quantum model of binomial option pricing.
综述了新兴的量子金融理论在期权定价上的应用，包括量子力学路径积分方法和虚拟套利动态测量理论，以及二项式期权定价的量子模型。
According to relevant theories of behavioral finance, from the perspective of both issuers and investors, designing and pricing of a structured product embedded barrier option are studied.
基于行为金融学相关理论，从发行者和投资者双方角度，研究了具有嵌入式障碍期权的结构化产品的设计及其定价问题。
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。
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。
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。
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。
In the particular financial market, the pricing formula and hedging strategy of European option and bounds of the price on American call option are also considered.
在具体金融市场，给出欧式期权的定价公式和套期保值策略，以及美式看涨期权价格的界。
The path-dependent characteristic of American option results in it's pricing complexity and causes the pricing differences from American call option and put option.
美式期权的路径依赖特征导致了其定价的复杂性，并使得美式看涨、看跌期权之间的定价原理差异较大。
Using martingale methods, general pricing formula of European contingent claims is derived and European option and put-call parity is analyzed.
利用鞅方法得到了欧式未定权益定价的一般公式，欧式看涨期权和看跌期权定价及平价关系。
In this paper, the pricing of American option in infinite time and optimal expiration time are given.
该文给出了无限期美式期权的定价公式以及最优实施期。
Then, The pricing formulas of the option on a discrete maximum and Rainbow option are obtained with the help of the martingale approaches.
利用期权定价的鞅方法，得到了离散时间最大值期权和虹式期权的定价公式。
Chapter three introduces the concept, type, basic parameter of the option and theoretical foundation and model of option pricing as well as the real option and the compound option.
第三章介绍期权的概念、类型及基本参数、期权定价的理论基础和模型以及实物期权和复合期权。
Introduced some financial models and functions which is closely related to pricing option.
介绍了一些与期权价格计算密切相关的随机金融模型和它们的模拟算法。
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。
Making use of Martingale method and Girsanov theorem, pricing major medical expense insurance option.
将高额医疗费用保险视为一种特殊的欧式看涨期权，给出了期权的定价。
The pricing problem of the American Put option and volatility estimate are currently studied as two of the important items in the option pricing theory.
美式看跌期权定价和波动率估计是期权定价理论中的两个重要问题。
The B-S model and binary model are used in the evaluation of intangible asset and real option pricing model and identification of its parameters are formed accordingly.
在这之后，把期权的B - S模型及二叉树模型应用于无形资产的价值评估中，并由此建立了无形资产的实物期权定价模型及其参数确定方法。
As a kind of financial derivative which has both traditional bond property and option property, convertible bonds pricing is a quite complicated problem.
作为一种既具有传统的债券性质，又具有期权性质以及一些其它条款限制的金融衍生产品，可转债的定价是一个相当复杂的问题。
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