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Using Binomial Tree Pricing Model in a Fuzzy Market
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作者 尤苏蓉 陆允生 《Journal of Donghua University(English Edition)》 EI CAS 2007年第1期64-68,共5页
A model of using binomial tree pricing formulae in a fuzzy market is proposed. In the fuzzy market, a price interval can be got according to the belief degree. The rule for the reasonability of the price interval is p... A model of using binomial tree pricing formulae in a fuzzy market is proposed. In the fuzzy market, a price interval can be got according to the belief degree. The rule for the reasonability of the price interval is proposed. The explicit expression of the interval is discussed in some special settings. 展开更多
关键词 fuzzy numbers binomial tree pricing model acceptable price interval belief degree.
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Option Pricing Method in a Market Involving Interval Number Factors
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作者 尤苏蓉 《Journal of Donghua University(English Edition)》 EI CAS 2005年第4期47-51,共5页
The method for pricing the option in a market with interval number factors is proposed. The no-arbitrage principle in the interval number valued market and the rule to judge the reasonability of a price interval are g... The method for pricing the option in a market with interval number factors is proposed. The no-arbitrage principle in the interval number valued market and the rule to judge the reasonability of a price interval are given. Using the method, the price interval where the riskless interest and the volatility under B-S setting is given. The price interval from binomial tree model when the key factors u, d, R are all interval numbers is also discussed. 展开更多
关键词 interval number Black-Scholes pricing formula binomial tree model no-arbitrage.
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