中文题名: | 比较欧式期权与美式期权的期权定价数学模型与方法 |
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保密级别: | 公开 |
论文语种: | chi |
学科代码: | 070101 |
学科专业: | |
学生类型: | 学士 |
学位: | 理学学士 |
学位年度: | 2023 |
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学院: | |
第一导师姓名: | |
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提交日期: | 2023-06-28 |
答辩日期: | 2023-05-09 |
外文题名: | Comparison of Mathematical Models and Methods for Pricing European and American Options |
中文关键词: | 期权定价 ; 欧式期权 ; 美式期权 ; Black-Scholes模型 ; 二叉树方法 |
外文关键词: | Option pricing ; European options ; American options ; Black-Scholes model ; binomial tree methods |
中文摘要: |
本文主要研究欧式期权和美式期权的定价模型及其比较。首先介绍了欧式期权和美式期权的概念和特点,以及期权定价的基本原理和方法。然后分别介绍了Black-Scholes模型和二叉树方法这两种主要的期权定价模型,包括其产生背景、内容、公式和局限性,并给出了相应的算例。最后对欧式期权和美式期权的定价方法和数学模型进行了比较。本研究可以为期权投资和风险管理提供一定的参考和借鉴,同时也有助于进一步推动期权定价理论和方法的研究和发展。 |
外文摘要: |
This paper mainly focuses on the pricing models and comparison of European and American options. Firstly, it introduces the concepts and features of European and American options, as well as the basic principles and methods of option pricing. Then, it separately presents the two main option pricing models, Black-Scholes model and binomial tree methods, including their backgrounds, contents, formulas, and limitations, and provides corresponding examples. Finally, the paper compares the pricing methods and mathematical models of European and American options, analyzes their differences in scope of application, market application, and risk management, and discusses the future directions and prospects of option pricing research. This study can provide some reference and guidance for option investment and risk management, and also contribute to the further research and development of option pricing theory and methods. |
参考文献总数: | 20 |
馆藏号: | 本070101/23001 |
开放日期: | 2024-06-27 |