基于Black-Scholes模型的欧式期权和电力期权价值分析

Zijing Zhao, Taozheng Guo
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引用次数: 0

摘要

期权对全球金融市场至关重要。但是,很少有文献将某一特定期权与某一公司结合起来,同时对该期权进行分析和结论。基于普通最小二乘(OLS)回归和Black-Scholes (BS)模型,我们为摩根士丹利设计了两种模拟期权,即欧式期权和权力期权。然后在本文中确定该选项的值。此外,通过对两种方案及其相关参数的敏感性分析,得出了两种方案的特点。通常,选项的值受自变量和参数的影响。与欧式期权相比,权力期权具有更高的风险和更高的未来预期收益。本文为投资者提供了更好的建议,在充分考虑各种可能情况的前提下,比较两种方案的优缺点,做出自己的投资选择。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
Analyze the Value of European Options and Power Options Based on Black-Scholes Model
Options are crucial to global financial markets. However, there is rarely existing literature combining a specific option and a certain company, with simultaneous analysis and conclusions of the option. Based on the ordinary least square (OLS) regression and Black-Scholes (BS) model, we design two simulated options for Morgan Stanley, which are European options and power options. Then the option's value is identified in this article. Besides, through the sensitivity analysis of the two options and their related parameters, we get some results and conclusions about the characteristics of the two options. In general, the value of options is affected by independent variables and parameters. Compared with a European option, a power option has a higher risk and higher future expected return. This paper provides better advice for investors, on the premise of fully considering various possible situations, compare the advantages and disadvantages of the two options, and make their own investment choices.
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