[PDF] Top 20 Stabilisation of hybrid stochastic differential equations by feedback control based on discrete-time observations of state and mode
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Stabilisation of hybrid stochastic differential equations by feedback control based on discrete-time observations of state and mode
... exponential stabilisation of continuous-time hybrid stochastic differential equations (SDEs) by the feedback controls based on the discrete-time ... See full document
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Almost sure stabilization of hybrid systems by feedback control based on discrete-time observations of mode and state
... of hybrid systems by feedback control based on discrete- time observations of state and mode has been studied by several authors since 2013, the ... See full document
16
Stabilisation of highly nonlinear hybrid systems by feedback control based on discrete-time state observations
... unstable hybrid stochastic differential equation (SDE), can we design a feedback control, based on the discrete-time observations of the state at ... See full document
13
Robust stabilization of hybrid uncertain stochastic systems by discrete-time feedback control
... stabilize hybrid stochastic differential equations (SDEs) with norm bounded uncertainties by feedback controls based on the discrete-time observations of ... See full document
20
Stabilisation by delay feedback control for highly nonlinear hybrid stochastic differential equations
... the control function u(x, i, t) used in this paper is allowed to depend on the mode i ...the state of the Markov ...the control function u(x, i, t), which is the key for our theory to be ... See full document
15
Robust quantised control of hybrid stochastic systems based on discrete-time state and mode observations
... of hybrid stochastic systems by feedback controls based on discrete-time state observations was initiated in [13], where an upper bound on the duration τ between ... See full document
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Stabilization of hybrid systems by feedback control based on discrete-time state and mode observations
... Hybrid stochastic differential equations (SDEs) (also known as SDEs with Markovian switching), usually used to model practical systems where they may experience abrupt changes in their ... See full document
10
Stabilisation by Stochastic Feedback Control Based on Discrete-time Observations
... the stochastic feedback controls is that the controls depend on the current state x(t) ...the state of the given system is in fact observed only at discrete times such as 0, τ, 2τ, ... See full document
7
Stabilization of hybrid stochastic differential equations by feedback control based on discrete-time state observations
... the mode r ( t ) is available for all time although we only require the state x ( t ) to be available at discrete ...when hybrid SDEs are used to model electric power systems [34] and ... See full document
8
Stabilisation of hybrid stochastic differential equations by delay feedback control
... from time 0 to τ and observe the whole segment {x(t) : 0 ≤ t ≤ ...the feedback control F (r(t))G(r(t))x(t − τ ) based on the past observation {x(t) : 0 ≤ t ≤ τ} as well as furthermore ... See full document
20
Stabilization of hybrid systems by feedback control based on discrete-time state observations
... (regular) feedback control u(x(t), r(t), t). The regular feedback control requires the continuous observations of the state x(t) for all t ≥ 0, while the feedback ... See full document
22
Stabilisation of stochastic differential equations with Markovian switching by feedback control based on discrete-time state observation with a time delay
... continuous state of x(t) to construct the feedback control function u(x(t), r(t), t) the author only needs a sequence of countable state x(bt/τ cτ), where τ > 0 is a constant and bt/τ c is ... See full document
15
Hopf bifurcation control for a class of delay differential systems with discrete-time delayed feedback controller
... on differential equations with piecewise constant ...of stochastic stabilization for some kinds of continuous-time stochastic differential equations (SDEs) by ... See full document
20
Robust discrete-state-feedback stabilization of hybrid stochastic systems with time-varying delay based on Razumikhin technique
... the feedback controls based on continuous-time state observations to stabilize unstable stochastic delay systems with Markovian ...the state continuously in time ... See full document
13
Robust stabilization of hybrid uncertain stochastic systems with time varying delay by discrete time feedback control
... continuous-time hybrid uncertain stochastic systems with time-varying ...a feedback controller based on discrete-time state observations such that, ... See full document
17
On pth moment stabilization of hybrid systems by discrete-time feedback control
... by feedback controls based on the discrete-time state observations for the deterministic differential equations has already been studied by many authors (see ... See full document
31
Robustly exponential stabilization of hybrid uncertain systems by feedback controls based on discrete-time observations
... Some stochastic systems may experience abrupt changes in their structures and parameters because of environment changes, random failures of components, ...etc. Hybrid stochastic systems with ... See full document
13
Stabilization of continuous-time hybrid stochastic differential equations by discrete-time feedback control
... continuous-time feedback con- trol requires continuous observation of the state x(t) for all time t ≥ ...the state is only observed at discrete times, say 0, τ, 2τ, · · · , where ... See full document
6
Robust Sliding Mode Control for Nonlinear Discrete Time Delayed Systems Based on Neural Network
... a discrete-time sliding mode controller for a class of state delay nonlinear discrete sys- ...of state delay system is taken care by carefully selecting Lyapunov-Krasovskii ... See full document
10
Almost sure exponential stability of hybrid stochastic functional differential equations
... corresponding hybrid stochastic differential equation (SDE) dy(t) = f (y(t), r(t), t)dt +g(y(t), r(t), t)dB(t) is almost surely exponentially stable, then there exists a positive number τ ∗ such that the ... See full document
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