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离散时间美式期权套期及停时分析 被引量:2

Hedging and Stopping-time Analysis About an American Option with Discrete time
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摘要 本文主要证明了在不存在交易成本的市场假设下离散时间美式期权套期价值过程{ Vt,Ft,t 0}为鞅。并且研究了美式期权的停时,分别给出了美式期权的可停时,首停时,最优停时的方程表达式,同时讨论了与他们相关的期望特征,以及研究了美式期权定价问题。 The paper mainly proves a discretetime american option hedging value process{t,Ft,t0}being a martingale without transaction cost. At the same time, study the stoppingtime of an american option, and give equations about permissible stoppingtime, first stoppingtime, optimal stoppingtime of a discretetime american option respectively, and consider the expected characters ablout them.
出处 《运筹与管理》 CSCD 2002年第6期7-11,共5页 Operations Research and Management Science
基金 安徽省软科学研究计划项目(02035034)
关键词 离散时间 美式期权 套期价值 停时 买价 卖价 american option hedging value martingale stopping-time buying price saling prices.
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参考文献8

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同被引文献9

  • 1史正伟,金治明.美式期权的效用最大化问题[J].经济数学,2004,21(1):24-30. 被引量:5
  • 2Merton R C. Theory of Rational Option Pricing[J ]. Bell Journal of Economies and Management Science, 1973,4:141-183.
  • 3Gao Bin, Huang Jing-zhi,Subrahmanyam Marti. The Valuation of American Barrier Optiom Using the Decomposition Technique[J]. Journal of Economic Dynamics and Control, 2000, 24:1783-1827.
  • 4Shreve Steven. Stochastic Calculus and Finance[ I]. lecture note. 1997.
  • 5Ioannls Karatzas, Steven Shreve. Brownian Motion and Stochastic calculus[M], springer-verlag, 1990.
  • 6Duffle Darrell. Dynamic Asset Pricing Theory[M]. Princeton University Press, 1992.
  • 7Philip Protter, Stochastic Integration and Differential Equations: A New Approach, springer-verlag[M]. 1990.
  • 8Peter Carr, Hedging Complex Barrier Options. preprint, New York University[R]. 1997.
  • 9Oksendal Bert. Stochastic Differential Equations An Introduction with Applications[M]. sprlnger-verlag, 1995.

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