Tag Archives : Black-Scholes model

Definition, Calculation & Trading Strategies of VIX

Definition, Calculation & Trading Strategies of VIX

In order to measure the bearish or bullish nature of the broad market traders use VIX or volatility Index. In order to do this VIX measure the implied volatility of the S&P 500 index options. The expected volatility of the…

Lookback option: Lookback Option with Fix Strike

Lookback option: Lookback Option with Fix Strike

In this article I have explained you about the lookback option with fixed strike.The option’s strike price is fixed as for the standard European options.It differs in a way that at maturity the option is not exercised at the price: the maximum difference between the optimal underlying asset price and the strike is…

Lookback option: Lookback Option with Floating Strike

Lookback option: Lookback Option with Floating Strike

A type of exotic options with path dependency, among many other kind of options are referred to as the Lookback options. The payoff depends on the optimal (maximum or minimum) underlying asset’s price that occur over the life of the option. By this option the holder is allowed to…

Binary Options: Black-Scholes Valuation of Binary Options

Binary Options: Black-Scholes Valuation of Binary Options

In the Black-Scholes model, we can find the price of the option by the formulas below. In these, stock price is denoted by S, strike price is denoted by K, time to maturity is denoted by T , dividend rate is denoted by q, risk-free interest rate is denoted by…

Binary Option: Introduction and Interpretation of Prices

Binary Option: Introduction and Interpretation of Prices

In finance, a binary option is a name given to a type of option where the payoff is either some fixed amount of some asset or nothing at all. There are two main types of binary options and these are…

Greeks and its Derivatives: Charm & Color

Greeks and its Derivatives: Charm & Color

In mathematical finance, the quantities that represent the sensitivities of derivatives such as options to a change in underlying parameters on which the value of an instrument or portfolio of financial instruments is dependent are referred to as the Greeks. This name is given to them due to the reason that most common of these sensitivities are…

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