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oBSw( ) Model Greeks

Due to the complexity of deriving a closed-from solution, the Greeks are evaluated by computing a discrete approximation of the partial derivative. That is, the warrant is revalued with a fractional change for each relevant parameter (e.g. Spot for Delta, Volatility for Vega, etc) and the change in the warrant value divided by the increment is the approximated Greek.


Equation Template


W = warrant price.

W1 = warrant price derived from using the incremented parameter.

S = spot price of the underlying asset.

S1 = S + I.

I = an incremental change of 0.00001.

r = risk-free interest rate, expressed with continuous compounding.

r1 = r + I.

vol = volatility of the relative price change of the underlying asset.

vol1 = vol + I.

T = time to maturity measured in years (actual/365 basis).

T1 = T - I.

Equation Template = Delta of W1.


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