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    题名: Comprehensive Studies on Using the Richardson extrapolation techniques for Pricing American options under Alternative Stochastic Processes
    作者: Chuang-Chang Chang , Jun-Biao Linb,Wei-Che Tsaic, Yaw-HueiWangc
    贡献者: of Finance, National Central University of Money and Banking, National Kaohsiung First University of Science and Technology of Finance, National Taiwan University
    关键词: American options;the Richardson extrapolation technique the Repeated-Richardson extrapolation;alternative stochastic processes.
    日期: 2010
    上传时间: 2013-08-07 01:21:03 (UTC+0)
    出版者: of Finance, National Central University
    of Money and Banking, National Kaohsiung First University of Science and Technology
    of Finance, National Taiwan University
    摘要: Following from the innovation of Geske and Johnson (1984), the Richardson extrapolation technique
    is frequently used to price American options. Therefore it is very nature for one to ask the following
    questions: Is it always appropriate to use the Richardson extrapolation technique to value American
    options? In this study, we try to answer the above critical issue by investigating the valuation of American
    options using the Richardson extrapolation technique under alternative stochastic processes. Additionally,
    following from Chang, Chung and Stapleton (2007), we apply the Repeated-Richardson extrapolation
    method to estimate the interval of true American option values and to determine the number of options
    needed for an approximation to achieve a given desired accuracy. We then test the feasibility of the
    estimated error bounds of the American options under alternative stochastic processes as well. Our
    numerical results show that on average the Repeated-Richardson extrapolation technique outperforms the
    Richardson extrapolation technique for the valuation of American options under alternative stochastic
    processes.
    關聯: 2010中部學術財金研討會 論文發表
    显示于类别:[財務金融學系] 會議論文

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