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The uncertain stochastic system with Markovian switching under consideration involves parameter uncertainties both in the system matrices and in the mode transition rates matrix.
This paper considers a class of uncertain linear quantum systems subject to uncertain perturbations both in the system Hamiltonian and in the coupling operators.
The uncertain Markovian jump system under consideration involves parameter uncertainties both in the system matrices and in the mode transition rate matrix.
This model has a large application potential that can be used as a tool facilitating the decision-making process both in the system design and modernization stage.
This paper is concerned with the stabilization problem for a class of discrete-time Markovian jump linear systems with time-delays both in the system state and in the mode signal.
Specifically, we prove (i) that the same conditions that guarantee the stability of the system also ensure that the controller attains a desired level of performance (quantified in terms of the admissible deviation of the HBR from the prescribed profile) and (ii) that the controller is robust to bounded perturbations both in the system parameters and the control input.
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Python is very widespread both in the control system and scientific software domains which gives more accessibility to these communities.
Thus, reliability evaluation and reinforcement are very meaningful works both in the power system planning or maintenance scheduling.
When 2 drugs both existed in the system, it would produce a dose response surface (DRS).
A formal system is consistent if there is no statement such that the statement itself and its negation are both derivable in the system.
The values of the two scores indicate the presence of both arrangements in the system.
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