Stochastic Finite Differences and Multilevel Monte Carlo for a Class of SPDEs in Finance
In this article, we propose a Milstein finite difference scheme for a stochastic partial differential equation (SPDE) describing a large particle system. We show, by means of Fourier analysis, that the discretization on an unbounded domain is convergent of first order in the timestep and second orde...
Main Authors: | Giles, M, Reisinger, C |
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פורמט: | Journal article |
שפה: | English |
יצא לאור: |
2012
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פריטים דומים
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Stochastic finite differences and multilevel Monte Carlo for a class of SPDEs in finance
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Stochastic finite differences and multilevel Monte Carlo for a class of SPDEs in finance
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יצא לאור: (2011) -
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