Genetic Algorithm and Black-Scholes Option Pricing Model in Patent Value Evaluation

Mohan Sun
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引用次数: 0

Abstract

In order to avoid the traditional valuation method from underestimating the value of risk assets, this paper puts forward the similarity between option and patent, and puts forward the improved form of Black-Scholes option valuation model applied to patent value through reasonable assumption of patent. In order to overcome the shortcomings of traditional algorithms, such as difficulty in solving nonlinear functions effectively, and difficulty in analyzing the effects of risk coefficient and variance of company assets on patent value, a genetic algorithm solving method for this problem is proposed. In order to effectively verify the function of this method, this paper simplifies it with an example. This method is relatively new. A practical example shows that the proposed model can be solved accurately based on genetic algorithm, and can also effectively judge the effect of the above two variables on patent value.
专利价值评估中的遗传算法与Black-Scholes期权定价模型
为了避免传统的期权估值方法低估风险资产的价值,本文提出了期权与专利的相似性,并通过对专利的合理假设,提出了适用于专利价值的Black-Scholes期权估值模型的改进形式。为了克服传统算法难以有效求解非线性函数、难以分析风险系数和公司资产方差对专利价值影响等缺点,提出了一种遗传算法求解该问题的方法。为了有效验证该方法的功能,本文用实例对其进行了简化。这种方法相对较新。实际算例表明,该模型可以基于遗传算法进行精确求解,并能有效判断上述两个变量对专利价值的影响。
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