Mon, 06 Jun 2016

15:45 - 16:45
C6

A backward stochastic differential equation approach to singular stochastic control

YING HU
(Universite Rennes 1)
Abstract

Singular stochastic control problems ae largely studied in literature.The standard approach is to study the associated Hamilton-Jacobi-Bellman equation (with gradient constraint). In this work, we use a different approach (BSDE:Backward stochastic differntial equation approach) to show that the optimal value is a solution to BSDE.

The advantage of our approach is that we can study this kind of singular stochastic control with path-dependent coefficients

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