Claude Jeffrey Gittelson

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Galerkin discretizations of a class of parametric and random para-bolic partial differential equations (PDEs) are considered. The parabolic PDEs are assumed to depend on a vector y = (y 1 , y 2 , ...) of possibly countably many parameters y j which are assumed to take values in [−1, 1]. Well-posedness of weak formulations of these parametric equation in(More)
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