Robustness Properties of a Class of Optimal Risk-Sensitive Controllers for Quantum Systems
Abstract
In this note we described the robustness properties of optimalrisk-sensitive controllers for quantum systems. We consider aquantum generalization of risk-sensitive criteria using theframework of James 2004. The robustness properties are derived byevaluating certain Radon-Nikodym derivatives of the quantum modelsand of the cost criteria. In addition to induced perturbations inthe quantum statistics, perturbations in the cost function areallowed---evidently a non-classical feature.