The Black-Scholes-Merton Model是FRM考试的相关金融知识,备考中的考生千万不能忽视。只要掌握了对备考才有帮助,才能顺利通过FRM考试!下文是小编列举的相关知识介绍,希望对备考的你有所帮助!

The Black-Scholes-Merton Model(布莱克-斯科尔斯-默顿模型)的意思,它的公式是:

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The Black-Scholes-Merton Model假设:》》》报名繁琐?找融跃教育FRM考试免费代报名服务

·The price of the underlying asset follows a lognormal distribution.

·The short selling of securities with full use of proceeds is permitted.

·There are no transaction costs or taxes. All securities are perfectly divisible.

·There are no dividends during the life of the derivative(该假设可以放宽).

·There are no riskless arbitrage opportunities.

·Security trading is continuous.

·The risk-free rate of interest, r, is constant and the same for all maturities.

·The volatility of the underlying asset, σ, is know and constant.

·The options are European.

The Black-Scholes-Merton Model其他:【资料下载】[融跃财经]FRM一级ya题-pdf版

Implied volatility: 由BSM model倒推得到的波动率

historical volatilities are backward looking, implied volatilities areforward looking.

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