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基于长记忆性特征的欧式回望期权模糊定价研究

Fuzzy Pricing of European Lookback Option Based on Long-term Memory Characteristics
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摘要 为了将金融市场的长记忆性特征和投资者的犹豫程度纳入到欧式回望期权的定价模型中,本文利用混合分数布朗运动来刻画股价的变化过程,并引入三角直觉模糊数来描述投资行为的模糊性。数值实验结果表明:基于上述理论建立的定价模型更能体现投资者的犹豫程度。 In order to incorporate the long-term memory characteristics of financial markets and the hesitancy degree of investors into the pricing model of European lookback option,this paper uses mixed fractional Brownian motion to describe the process of stock price change,and introduces the triangular intuitionistic fuzzy number to describe the fuzziness of investment behavior.The results of numerical experiments show that the pricing model based on the above theory can better reflect the hesitancy degree of investors.
作者 韦才敏 于涛 王文华 WEI Caimin;YU Tao;WANG Wenhua(Department of Mathematics,Shantou University,Shantou 515063,China;School of Business,Dalian University of Technology,Panjin 124221,China)
出处 《管理现代化》 北大核心 2023年第2期54-60,共7页 Modernization of Management
基金 广东省哲学社会科学规划项目(项目编号:GD20CGL19) 广东省自然科学基金项目(项目编号:2022A1515012034) 国家自然科学基金资助项目(项目编号:71871040)。
关键词 长记忆性 三角直觉模糊数 犹豫程度 欧式回望期权 long-term memory triangular intuitionistic fuzzy number hesitancy degree European lookback option
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  • 1郝清民.中国股市收益率长记忆性R/S非线性分析[J].管理工程学报,2007,21(2):115-117. 被引量:22
  • 2陈盛业,王义克.奇异期权与中国可转债定价[J].清华大学学报(自然科学版),2007,47(6):881-884. 被引量:11
  • 3Black F,Scholes M.The pricing of options and corporate liabilities[J].Journal of Political Economy,1973,81(7):637-655.
  • 4Goldman M B,Sossin H B and Gatto M A.Path dependent options:buy at the low,sell at the high[J].Journal of Finance,1979,34:1111-1127.
  • 5Conze A,Viswanathan.Path dependent options,the case of lookback options[J].Journal of Finance,1991,46:1893-1907.
  • 6Yue-Kuen Kwork.Mathematical Models of financial derivatives[M].Springer-Verlag Singapore Pte,Itd,1998.
  • 7Amster P,Averbuj C G,Mariani M C,Rial D.A Black-Scholes option pricing model with transaction costs[J].Journal of Mathematical Analysis and Application,2005,303(2):688-695.
  • 8Barles G,Mete H.Option pricing with transaction costs and a nonlinear Black-Scholes equation[J].Journal of Stochast,1998,72(2):369-397.
  • 9John Hull C.Options futures and other derivatives[M].A Simon & Schuster Company,1997.
  • 10茅宁.期权分析-理论与运用[M].南京:南京大学出版社,2000.

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