Stochastic control with imperfect models
We consider the problem of worst case performance estimation for a stochastic dynamic model in the presence of model uncertainty. This is cast as a nonclassical controlled diffusion problem. An infinite dimensional linear programming formulation is given and its dual is derived. The dual is successively approximated on a bounded domain by a semi-infinite and a finite linear program.
Stochastic control with imperfect models
We consider the problem of worst case performance estimation for a stochastic dynamic model in the presence of model uncertainty. This is cast as a nonclassical controlled diffusion problem. An infinite dimensional linear programming formulation is given and its dual is derived. The dual is successively approximated on a bounded domain by a semi-infinite and a finite linear program.
