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Convergence to Periodic Regimes in Nonlinear Feedback Systems with a Strongly Convex Backlash.

, and . ECC, page 71-76. IEEE, (2020)

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A stochastic density matrix approach to approximation of probability distributions and its application to nonlinear systems.. CCA, page 1090-1095. IEEE, (2015)Convergence to periodic regimes in nonlinear feedback systems with a strongly convex backlash., and . CoRR, (2019)Decoherence quantification through commutation relations decay for open quantum harmonic oscillators., and . CoRR, (2022)Convergence to Periodic Regimes in Nonlinear Feedback Systems with a Strongly Convex Backlash., and . ECC, page 71-76. IEEE, (2020)A Numerical Approach to Optimal Coherent Quantum LQG Controller Design Using Gradient Descent., , and . CoRR, (2016)Entropy bounds for invariant measure perturbations in stochastic systems with uncertain noise.. CoRR, (2023)Negative Imaginary State Feedback Equivalence for Systems of Relative Degree One and Relative Degree Two., , and . CDC, page 3948-3953. IEEE, (2021)A Quantum Karhunen-Loeve Expansion and Quadratic-Exponential Functionals for Linear Quantum Stochastic Systems∗., , and . CDC, page 425-430. IEEE, (2019)Dissipative Linear Stochastic Hamiltonian Systems., and . ANZCC, page 227-232. IEEE, (2018)Decoherence Time in Quantum Harmonic Oscillators as Quantum Memory Systems., and . ANZCC, page 211-216. IEEE, (2024)