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- W2271320975 abstract "We study a robust utility maximization problem with non entropic penalty term. We consider two types of Penalties. The first one is the f-divergence penalty studied in the general framework of a continuous filtration. The second called consistent time penalty studied in the context of a Brownian filtration. These Penalties generalizes the relative entropy. We prove in the two cases that there exists a unique optimal probability measure solution of the robust problem, which is equivalent to the historical probability. In the case of a consistent time penalty, we characterize the dynamic value process of our stochastic control problem as the unique solution of a quadratic backward stochastic differential equation." @default.
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- W2271320975 date "2013-02-03" @default.
- W2271320975 modified "2023-09-27" @default.
- W2271320975 title "Robust utility maximization with a general penalty term" @default.
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