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On the value of European options on a stock paying a discrete dividend

机译:关于欧洲股票期权的价值,该股票分红

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Purpose - The purpose of this paper is to present an arbitrarily accurate approximation for the valuernof European options written on a Black-Scholes stock paying a discrete dividend.rnDesign/methodology/approach - The proposed method is a computational method for thernanalytical solution of the problem.rnFindings - It was found that the proposed method is computationally faster than any other exactrncomputational available method, including Monte-Carlo simulations.rnResearch limitations/implications - The method is applied for a single dividend payment, butrncan be extended for several payments. The exact amount of the dividend must be known ex-ante, asrnwell as the precise date of payment.rnPractical implications - The paper provides the most efficient way to compute with absoluternprecision the value of European options on dividend-paying assets, under the Black-Scholesrnassumption.rnOriginality/value - The computing time in the approach is several orders of magnitude faster thanrnwith traditional Monte Carlo methods, for the same desired accuracy.
机译:目的-本文的目的是为在离散派息的Black-Scholes股票上写出的欧式期权的价值期权提供一个任意准确的近似值。设计/方法/方法-所提出的方法是一种用于问题求解的计算方法.rnFindings-发现所提出的方法在计算上比任何其他精确的计算可用方法(包括蒙特卡洛模拟)都快。rn研究限制/意义-该方法适用于单次股息支付,但可以扩展为多次支付。股息的确切金额必须事前已知,也应作为确切的付款日期。rn实际意义-本文提供了一种最精确的方法,可以绝对精确地计算黑底下的欧洲支付股息资产的期权的价值。 Scholesrnassumption.rn原始值/值-对于相同的所需精度,该方法的计算时间比传统的Monte Carlo方法要快几个数量级。

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