Bilateral Gamma distributions and processes in financial mathematics

Uwe K\"uchler and Stefan Tappe

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Abstract: We present a class of L\'evy processes for modelling financial market fluctuations: Bilateral Gamma processes. Our starting point is to explore the properties of bilateral Gamma distributions, and then we turn to their associated L\'evy processes. We treat exponential L\'evy stock models with an underlying bilateral Gamma process as well as term structure models driven by bilateral Gamma processes and apply our results to a set of real financial data (DAX 1996-1998).

Date: 2019-07
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Published in Stochastic Processes and Their Applications 118(2):261-283, 2008

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