Option pricing theory is always one of the kernel problems on financial mathematics.
期权定价理论一直都是金融数学研究的核心问题之一。
According to the theory of financial mathematics, in this paper we study the problem of pricing the contingent claims.
文章根据金融数学理论，研究单时期框架下未定权益的定价问题。
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。
This paper alternates dynamic programming, financial engineering and financial mathematics, and explains problem with models and graphics.
文中交替使用了动态规划方法、金融工程分析方法和金融数学方法。
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。
So how to simulate the actual operate in financial market via the reasonable option model become the study's mean-stream in the area of financial mathematics.
由此，如何构造合理的期权模型来模拟市场中的运作成为金融数学领域研究的主流。
During the study, I found that the enthusiasm for learning Mathematics (Finance) inclined me towards choosing Financial Mathematics (Financial Economy) as my undergraduate major.
在研究过程中，我发现，学习积极性数学(金融)使我倾向于选择金融数学(金融经济)作为我的本科专业。
Financial Mathematics is a newly forward subject that researches on financial problems by utilizing mathematical modeling, theoretical analysis and computation of numerical value.
金融数学是利用数学建模、理论分析、数值计算等定量分析方法研究金融问题的一门新兴前沿学科。
The pricing of convertible bonds is further studied in this paper by taking advantage of Modern Financial mathematics, Financial Engineering, Partial Differential Equations and Binomial Method.
本文综合运用了一些金融研究方法，如偏微分方程以及二项式等方法对可转换债券的定价问题进行了深入的研究。
In the early 50's Markowitz advanced portfolio theory. From that time on, finance stepped into the stage of quantificational analysis, which can be regarded as the beginning of financial mathematics.
从50年代初马科维茨提出证券组合理论开始，金融学进入了定量分析的阶段，这可以看作是金融数学的开端。
This paper studies the valuation of convertible bonds based on the theories of modern financial mathematics and financial engineering, making use of finite difference method and finite element method.
本文基于现代金融数学和金融工程理论，采用有限差分和有限元数值方法对可转债的定价问题进行了比较深入的研究。
Actuaries use mathematics, statistics and financial theory to study uncertain future events, especially those of concern to insurance and pension programs.
精算师应用数学，统计学，和金融理论研究不确定的未来事件，尤其是和保险和养老金领域的问题。
Actuaries apply mathematics, statistics, probability and risk theory to assess potential financial impacts of future events.
精算师运用数学，统计学，机率，风险理论对未来事件的潜在金融影响进行评估。
Web courses include: financial accounting standards, accounting regulations, the computer account description, legal research, law office management, business organization, pre-university mathematics.
网络课程包括：金融会计规范、会计管理条例、计算机账户说明、法律研究、法律办公管理、商业组织、大学预科数学等。
Financial engineering is to use mathematics as a tool to solve financial problems, and, as a new discipline, his prospects for the development of large.
金融工程是用数学作为工具来解决金融的问题，最为一个新兴的学科，他的发展前景很大。
Financial engineering is to use mathematics as a tool to solve financial problems, and, as a new discipline, his prospects for the development of large.
金融工程是用数学作为工具来解决金融的问题，最为一个新兴的学科，他的发展前景很大。
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