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A Study on Black and Scholes Option Pricing Model for Selected Companies

机译:选定公司的布莱克和斯科尔斯期权定价模型研究

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The Study on "Black and Scholes option pricing model" is a study that helps to classify the theoretical price of Call option and Put option of the contract. The value derived from the Black and Scholes model guides investor about how much premium the investor has to pay for entering into Call option and Put option Contract. In order to fulfil this study researcher have collected data of top 10 companies based on the market capitalization. Various data's such Stock price, Strike price, Volatility of stock, Risk free interest rate and Time to expiry. Paired Sample T-test, Greeks elements calculations were done for the analysis of data Black and Scholes model, From the calculation of Black and Scholes model, the value of the premium was derived for 10 different stocks' options and at two different time period. By calculating the value of Call and Put option it was compared with Market value of Call and Put option through Paired Sample T-test and found that in most of case the model was found to be efficient as the calculated value of call and put option was equal to the market value of call and put option. In order to measure the Sensitivity of Call and Put option's Greek Elements calculation was used and found that Greek elements are important factors that clearly states that Delta, Gamma, Theta, Vega and Rho are important tool that -measures the sensitivity of call option and put option prices.
机译:关于“布莱克和斯科尔斯期权定价模型”的研究有助于对合同的看涨期权和看跌期权的理论价格进行分类。从布莱克和斯科尔斯模型得出的价值可以指导投资者有关购买看涨期权和看跌期权合约必须支付多少保费。为了完成这项研究,研究人员基于市值收集了排名前10位的公司的数据。各种数据,例如股票价格,行使价,股票波动率,无风险利率和到期时间。通过配对样本T检验,对希腊元素进行了Blacks and Scholes模型数据分析,并从Black and Scholes模型的计算中,得出了10种不同股票期权在两个不同时期的溢价值。通过计算看跌期权的价值,通过成对样本T检验将看跌期权的市场价值与看跌期权的市场价值进行比较,发现在大多数情况下,该模型被认为是有效的,因为计算出的看跌期权的价值为等于看涨和看跌期权的市场价值。为了测量看涨期权和看跌期权的敏感性,使用了希腊元素计算,发现希腊元素是重要因素,清楚地表明,Delta,Gamma,Theta,Vega和Rho是衡量看涨期权和看跌期权敏感性的重要工具。期权价格。

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