Jump linear system ẋ(t) = A(r(t))x(t). (1.1) Here x(t) is in general referred to as the state and r(t) is regarded as the mode which is a Markov chain taking values in S = {1, 2, · · · , N}
Recently, Mao [19] initiates the study the mean-square exponential stabilization of continuous-time ...
It is shown in this paper that any nonlinear systems dot x(t) = f(x(t), t) in Rd can be stabilized b...
This paper establishes new criteria for stochastic suppression and stabilization of hybrid functiona...
This paper aims to determine whether or not a stochastic state feedback control can stabilize a give...
This paper considers a class of hybrid stochastic differential equations (SDEs) with different struc...
This paper aims to study stability in distribution of Markovian switching jump diffusions. The main ...
output feedback. 1. System description. Consider a nonlinear affine in control system described by t...
Mao [10] recently initiated the study of the mean-square exponential stabilisation of continuous-tim...
Just as ordinary and partial differential equations are used extensively in modelling, stochastic d...
Recently, Mao (2013) discusses the mean-square exponential stabilization of continuous-time hybrid s...
AbstractRecently, Mao (2013) discusses the mean-square exponential stabilization of continuous-time ...
In this note, the problem of stochastic stability for linear systems with jump parameters being semi...
ABSTRACT: This paper deals with stochastic stability of systems with Markovian jumps arid Brownian m...
This paper analyzes the stability of hierarchical jump linear systems where the supervisor is driven...
In the past two decades, the number of applications that make use of supervisory algorithms to contr...
Recently, Mao [19] initiates the study the mean-square exponential stabilization of continuous-time ...
It is shown in this paper that any nonlinear systems dot x(t) = f(x(t), t) in Rd can be stabilized b...
This paper establishes new criteria for stochastic suppression and stabilization of hybrid functiona...
This paper aims to determine whether or not a stochastic state feedback control can stabilize a give...
This paper considers a class of hybrid stochastic differential equations (SDEs) with different struc...
This paper aims to study stability in distribution of Markovian switching jump diffusions. The main ...
output feedback. 1. System description. Consider a nonlinear affine in control system described by t...
Mao [10] recently initiated the study of the mean-square exponential stabilisation of continuous-tim...
Just as ordinary and partial differential equations are used extensively in modelling, stochastic d...
Recently, Mao (2013) discusses the mean-square exponential stabilization of continuous-time hybrid s...
AbstractRecently, Mao (2013) discusses the mean-square exponential stabilization of continuous-time ...
In this note, the problem of stochastic stability for linear systems with jump parameters being semi...
ABSTRACT: This paper deals with stochastic stability of systems with Markovian jumps arid Brownian m...
This paper analyzes the stability of hierarchical jump linear systems where the supervisor is driven...
In the past two decades, the number of applications that make use of supervisory algorithms to contr...
Recently, Mao [19] initiates the study the mean-square exponential stabilization of continuous-time ...
It is shown in this paper that any nonlinear systems dot x(t) = f(x(t), t) in Rd can be stabilized b...
This paper establishes new criteria for stochastic suppression and stabilization of hybrid functiona...