1. On the Malliavin differentiability of BSDEs.
- Author
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Mastrolia, Thibaut, Possamaï, Dylan, and Réveillac, Anthony
- Subjects
- *
MALLIAVIN calculus , *CALCULUS of variations , *LIPSCHITZ spaces , *FUNCTION spaces , *FUNCTIONAL analysis - Abstract
In this paper we provide new conditions for the Malliavin differentiability of solutions of Lipschitz or quadratic BSDEs. Our results rely on the interpretation of the Malliavin derivative as a Gâteaux derivative in the directions of the Cameron-Martin space. Incidentally, we provide a new formulation for the characterization of the Malliavin-Sobolev type spaces D1,p. [ABSTRACT FROM AUTHOR]
- Published
- 2017
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