International audienceWe prove new iterative algorithms to provide component-wise bounds of the steady-state distribution of an irreducible and aperiodic Markov chain. These bounds are based on simple properties of (max,+) and (min,+) sequences. The bounds are improved at each iteration. Thus, we have a clear trade-off between tightness of the bounds (some algorithms converge to the true solution) and computation times. Copyright © 2011 John Wiley & Sons, Ltd
AbstractThis paper is devoted to perturbation analysis of denumerable Markov chains. Bounds are prov...
An irreducible stochastic matrix with rational entries has a stationary distribution given by a vect...
An irreducible stochastic matrix with rational entries has a stationary distribution given by a vect...
International audienceWe prove new iterative algorithms to provide component-wise bounds of the stea...
This paper deals with monotone iterative methods for the computation of the steady-state probability...
A method to bound the steady-state solution of large Markov chains is presented. It integrates the c...
AbstractThis paper deals with monotone iterative methods for the computation of the steady-state pro...
This article presents a new iterative method for computing the equilibrium distribution of a finite ...
This article presents a new iterative method for computing the equilibrium distribution of a finite ...
Two new algorithms are proposed for the computation of bounds for the steady-state reward rate of ir...
Two new algorithms are proposed for the computation of bounds for the steady-state reward rate of ir...
AbstractThe purpose of this paper is to review and compare the existing perturbation bounds for the ...
Abstract: Two main approximation methods for steady-state analysis of Markov chains are introduced: ...
communicated by I. Pinelis Abstract. For the distribution of a finite, homogeneous, continuous-time ...
An irreducible stochastic matrix with rational entries has a stationary distribution given by a vect...
AbstractThis paper is devoted to perturbation analysis of denumerable Markov chains. Bounds are prov...
An irreducible stochastic matrix with rational entries has a stationary distribution given by a vect...
An irreducible stochastic matrix with rational entries has a stationary distribution given by a vect...
International audienceWe prove new iterative algorithms to provide component-wise bounds of the stea...
This paper deals with monotone iterative methods for the computation of the steady-state probability...
A method to bound the steady-state solution of large Markov chains is presented. It integrates the c...
AbstractThis paper deals with monotone iterative methods for the computation of the steady-state pro...
This article presents a new iterative method for computing the equilibrium distribution of a finite ...
This article presents a new iterative method for computing the equilibrium distribution of a finite ...
Two new algorithms are proposed for the computation of bounds for the steady-state reward rate of ir...
Two new algorithms are proposed for the computation of bounds for the steady-state reward rate of ir...
AbstractThe purpose of this paper is to review and compare the existing perturbation bounds for the ...
Abstract: Two main approximation methods for steady-state analysis of Markov chains are introduced: ...
communicated by I. Pinelis Abstract. For the distribution of a finite, homogeneous, continuous-time ...
An irreducible stochastic matrix with rational entries has a stationary distribution given by a vect...
AbstractThis paper is devoted to perturbation analysis of denumerable Markov chains. Bounds are prov...
An irreducible stochastic matrix with rational entries has a stationary distribution given by a vect...
An irreducible stochastic matrix with rational entries has a stationary distribution given by a vect...