International audienceIn this paper, we provide a methodology for computing the probability distribution of sojourn times for a wide class of Markov chains. Our methodology consists in writing out linear systems and matrix equations for generating functions involving relations with entrance times. We apply the developed methodology to some classes of random walks with bounded integer-valued jumps
AbstractRecently Tarabia and El-Baz [A.M.K. Tarabia, A.H. El-Baz, Transient solution of a random wal...
In this paper we study random walks with branching (BRW), and two examples of countable Markov chain...
This article describes an accurate procedure for computing the mean first passage times of a finite ...
International audienceIn this paper, we provide a methodology for computing the probability distribu...
In this paper, we provide a methodology for computing the probability distribution of sojourn times...
Let (Sk)k≥1 be the classical Bernoulli random walk on the integer line with jump parameters ...
A numerical method to approximate first passage times distributions in direct Markov processes will...
In this thesis we will investigate random walks which, upon reaching a state X, stay in X during a ...
44 pagesInternational audienceLet $(S_k)_{k\ge 1}$ be the classical Bernoulli random walk on the int...
© 2015 Dr. Shaun Antony McKinlayThis thesis was motivated by related sojourn time and boundary cross...
Wir untersuchen Markov-Random-Walks mit Steuerkette mit Werten in allgemeinen Zustandsräumen und Bed...
Markov Chains and Mixing Times is a magical book, managing to be both friendly and deep. It gently i...
AbstractThe semi-Markov process studied here is a generalized random walk on the non-negative intege...
AbstractIn this paper, using the theory of matrix algebra, we obtain a new expression for the expect...
AbstractThe long time asymptotics of the time spent on the positive side are discussed for one-dimen...
AbstractRecently Tarabia and El-Baz [A.M.K. Tarabia, A.H. El-Baz, Transient solution of a random wal...
In this paper we study random walks with branching (BRW), and two examples of countable Markov chain...
This article describes an accurate procedure for computing the mean first passage times of a finite ...
International audienceIn this paper, we provide a methodology for computing the probability distribu...
In this paper, we provide a methodology for computing the probability distribution of sojourn times...
Let (Sk)k≥1 be the classical Bernoulli random walk on the integer line with jump parameters ...
A numerical method to approximate first passage times distributions in direct Markov processes will...
In this thesis we will investigate random walks which, upon reaching a state X, stay in X during a ...
44 pagesInternational audienceLet $(S_k)_{k\ge 1}$ be the classical Bernoulli random walk on the int...
© 2015 Dr. Shaun Antony McKinlayThis thesis was motivated by related sojourn time and boundary cross...
Wir untersuchen Markov-Random-Walks mit Steuerkette mit Werten in allgemeinen Zustandsräumen und Bed...
Markov Chains and Mixing Times is a magical book, managing to be both friendly and deep. It gently i...
AbstractThe semi-Markov process studied here is a generalized random walk on the non-negative intege...
AbstractIn this paper, using the theory of matrix algebra, we obtain a new expression for the expect...
AbstractThe long time asymptotics of the time spent on the positive side are discussed for one-dimen...
AbstractRecently Tarabia and El-Baz [A.M.K. Tarabia, A.H. El-Baz, Transient solution of a random wal...
In this paper we study random walks with branching (BRW), and two examples of countable Markov chain...
This article describes an accurate procedure for computing the mean first passage times of a finite ...