The Black-Scholes Model

OptionVista utilizes the Black-Scholes model, a common method of estimating European options' prices. The formula, as displayed by Wikipedia and implemented in Javascript (with modifications), is displayed here. Using just the underlying stock price, the option strike, the time till maturity, underlying implied volatility, and the risk-free interest rate, the model returns a projected price for the instrument. OptionVista allows you to manipulate each of these variables and instantly see the resulting price.

Formula

Black Scholes

The Greeks

OptionVista displays option greeks when you hover your cursor over the readout. Here are some tips for understanding them:

The Readout

OptionVista is designed for you to focus on standard deviation moves, rather than dollar price moves. Therefore, you may have noticed that the system automatically recalibrates the price axis when volatility is adjusted (since volatility affects standard deviation calculations). Similarly, the price adjustment knob is marked in terms of standard deviations.

The OptionVista application readout operates like a progressive-scan television. OptionVista creates a low fidelity matrix of underlying price and IV combinations using your input bounds and brute-forces the simulated P/L for every leg in your position at every point in the matrix. The system then analyzes the overall P/L and scales the result to a two-dimensional color space -- the intuitive graph that your browser displays.