2.4 Value of any contingent claim in equilibrium


2.4 Value of any contingent claim in equilibrium

Now comparing the drift coefficients in (2.10) and (2.3) we have:

Making use of (2.11) yields:

Rearranging terms we have a partial differential equation for the price of any contingent claim [5] :

This valuation equation holds for any contingent claim. Specific terminal and boundary conditions as well as the structure of , the payout flow, define the unique characteristics of a claim.

[5] First group the coefficients of F W and make use of (2.8) to give:




Interest Rate Modelling
Interest Rate Modelling (Finance and Capital Markets Series)
ISBN: 1403934703
EAN: 2147483647
Year: 2004
Pages: 132

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