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A Discrete-Time Clark-Ocone Formula and its Application to an Error Analysis
Published 2 Jul 2013 in math.PR | (1307.0673v2)
Abstract: In this paper, we will establish a discrete-time version of Clark(-Ocone-Haussmann) formula, which can be seen as an asymptotic expansion in a weak sense. The formula is applied to the estimation of the error caused by the martingale representation. In the way, we use another distribution theory with respect to Gaussian rather than Lebesgue measure, which can be seen as a discrete Malliavin calculus.
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