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Physical Realizability and Preservation of Commutation and Anticommutation Relations for n-Level Quantum Systems.

, , , , and . SIAM J. Control and Optimization, 54 (2): 632-661 (2016)

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Coherent quantum observers for n-level quantum systems., , , , and . AuCC, page 313-318. IEEE, (2013)Pole placement approach to coherent passive reservoir engineering for storing quantum information., , , , , and . ACC, page 234-239. IEEE, (2017)Direct and indirect couplings in the interconnection of open two level quantum systems., and . CCA, page 13-18. IEEE, (2015)State response and controllability for con-number-valued systems with applications to a class of quantum systems., , , and . J. Frankl. Inst., 360 (17): 13778-13797 (November 2023)Fully Distributed Consensus of Multiple Euler-Lagrange Systems Under Switching Directed Graphs Using Only Position Measurements., , , , and . IEEE Trans. Autom. Control., 69 (3): 1781-1788 (March 2024)Coherent observers for linear quantum stochastic systems., , and . Autom., (2016)Stability of quantum Markov systems via Lyapunov methods in the Heisenberg picture., , , , , and . AuCC, page 497-500. IEEE, (2013)Agreeing over quantum hybrid networks: Centralized and distributed solutions., , , , and . AuCC, page 159-161. IEEE, (2016)Physical Realizability and Preservation of Commutation and Anticommutation Relations for n-Level Quantum Systems., , , , and . SIAM J. Control and Optimization, 54 (2): 632-661 (2016)Is entanglement necessary in the reservoir input?, , and . CDC, page 407-412. IEEE, (2019)