Uncertainty decomposition of uncertain linear stochastic quantum networks
Peyman Azodi, Alireza Khayatian, Mohammad Hassan Asemani · arXiv (Cornell University) · 2016
This paper presents a systematic method to analyze uncertain linear stochastic quantum systems (LSQS), when uncertainties are defined in optical realization. A decomposition theorem is stated which separates the nominal and uncertain parts of a general uncertain LSQS, in cascaded connection. This decomposition is further extended to state space realization of LSQS. An illustrative example clarifies the effectiveness of the proposed robust stability analysis.