Risk-sensitive optimal control of quantum systems

Abstract

The risk-sensitive optimal control of quantum physics systems was considered. The quantum systems were modeled by stochastic master equations for the conditional state. The risk-sensitive criterion is one of a class of multiplicative cost functions and the optimal control is a function of the unnormalized conditional state. The resulting risk-sensitive optimal control is given in terms of unnormalized conditional state, whose dynamics include the cost function used to specify the performance objective. Show more