The observer-based feedback control for the two-level bilinear open stochastic quantum
system is proposed in this paper. The state of open stochastic quantum system (OSQS) is …

The exponential stabilization of the eigenstates for two-level quantum systems based on
continuous noise-assisted feedback control is investigated in this paper. Due to the …

In this paper, we propose two state feedback strategies to exponentially stabilize eigenstates
for quantum spin-1 2 systems based on the state feedback designed in Liang et al.(2018)[1] …

For the n-qubit stochastic open quantum systems, based on the Lyapunov stability theorem
and LaSalle's invariant set principle, a pure state switching control based on on-line …

Based on continuous measurement feedback, this paper addresses the rapid stabilization of
eigenstates and Bell states for stochastic quantum systems, in which the time of computing …

The coherent robust control problem for a class of linear quantum passive systems with
model uncertainties is considered in this study, where both the plant and the controller are …

Expanding utilization of entangled states in quantum technologies, such as quantum
information, is a motivating force of developing new methods for enhancement and …

This paper studies the real-time optimal state estimation-based feedback control for two-
level stochastic quantum systems in the non-Markovian case. The system model is …

We propose a novel control strategy by combining state feedback with noise-assisted
feedback to exponentially stabilize the target eigenstate for two-level stochastic quantum …

Rapid stabilization of general stochastic quantum systems is investigated based on the rapid
stability of stochastic differential equations. We introduce a Lyapunov–LaSalle-like theorem …