首页> 外文会议>Asia Simulation Conference/International Conference on System Simulation and Scientific Computing vol.2; 20051024-27; Beijing(CN) >Scatter Simulation of Black-Scholes Model of the European Call Options Price to the Model Variables Based on Finance TBT and Going Out Strategy
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Scatter Simulation of Black-Scholes Model of the European Call Options Price to the Model Variables Based on Finance TBT and Going Out Strategy

机译:基于金融TBT和走出去策略的欧式看涨期权价格的Black-Scholes模型对模型变量的分散模拟

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The aim of the paper is to simulate a winning Nobel Prize formula: Black-Scholes model, the instrument of scatter simulation is Eviews 3.1, the paper simulate the following variables in the Black-Scholes Model: the European Call Options Price Simulation to The Exercise Price X; the European Call Options Price Simulation to The Risk-Free Rate r_C; the European Call Options Price Simulation to The Standard Deviation s; the European Call Options Price Simulation to The Time to Expiration T. The paper attests the following characters by simulation: (1) let X increase then CP decreases; (2) let r_c increase then CP increases; (3) let s decrease, then CP decreases, at the same time, the CP increase when X decrease; (4) let T decrease, then CP decreases.
机译:本文的目的是模拟一个获奖的诺贝尔奖公式:Black-Scholes模型,散点图的模拟工具是Eviews 3.1,本文在Black-Scholes模型中模拟以下变量:欧洲看涨期权价格模拟价格X;以无风险利率r_C模拟欧洲看涨期权价格;欧洲看涨期权价格模拟至标准偏差;欧洲看涨期权价格模拟到到期时间T。本文通过模拟证明以下特征:(1)让X增大,然后CP减小; (2)让r_c增加然后CP增加; (3)先令s减小,然后CP减小,同时,当X减小时CP增大; (4)让T减小,然后CP减小。

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