Add to ORKGConditions are obtained for the truncated birth-death process to be stochastically monotone in the long run
Birth-death processes are discrete-state, continuous-time Markov jump processes with one-step jumps....
We consider a birth-death process whose birth and death rates are suggested by a chain sequence. We ...
this paper a regenerative argument is used to derive an expression for the expectation of the integr...
Conditions are obtained for the truncated birth-death process to be stochastically monotone in the l...
AbstractConditions are obtained for the truncated birth-death process to be stochastically monotone ...
Abstract: In this paper we study a transient birth and death Markov process penalized by its sojourn...
A stochastic matrix is "monotone" [4] if its row-vectors are stochastically increasing. Closure prop...
Let N(t) be a birth-death process on {0,1,...} with state 0 reflecting and let qTK be the quasi-stat...
In this paper, we present the extension of the analysis of time-dependent limiting characteristics t...
Abstract. In several recent papers criteria for the α-classification of birth-death and quasi-birth-...
summary:It has been known for a long time that for birth-and-death processes started in zero the fir...
For a birth-death process N(t) with a reflecting state at 0 we propose a method able to construct a ...
The purpose of this paper is to present a probabilistic proof of the well-known result stating that ...
The birth, death and catastrophe process is an extension of the birth-death process that incorporate...
We consider birth-death processes taking values in ${\cal N} \equiv \{0,1,\ldots\}$, but allow the d...
Birth-death processes are discrete-state, continuous-time Markov jump processes with one-step jumps....
We consider a birth-death process whose birth and death rates are suggested by a chain sequence. We ...
this paper a regenerative argument is used to derive an expression for the expectation of the integr...
Conditions are obtained for the truncated birth-death process to be stochastically monotone in the l...
AbstractConditions are obtained for the truncated birth-death process to be stochastically monotone ...
Abstract: In this paper we study a transient birth and death Markov process penalized by its sojourn...
A stochastic matrix is "monotone" [4] if its row-vectors are stochastically increasing. Closure prop...
Let N(t) be a birth-death process on {0,1,...} with state 0 reflecting and let qTK be the quasi-stat...
In this paper, we present the extension of the analysis of time-dependent limiting characteristics t...
Abstract. In several recent papers criteria for the α-classification of birth-death and quasi-birth-...
summary:It has been known for a long time that for birth-and-death processes started in zero the fir...
For a birth-death process N(t) with a reflecting state at 0 we propose a method able to construct a ...
The purpose of this paper is to present a probabilistic proof of the well-known result stating that ...
The birth, death and catastrophe process is an extension of the birth-death process that incorporate...
We consider birth-death processes taking values in ${\cal N} \equiv \{0,1,\ldots\}$, but allow the d...
Birth-death processes are discrete-state, continuous-time Markov jump processes with one-step jumps....
We consider a birth-death process whose birth and death rates are suggested by a chain sequence. We ...
this paper a regenerative argument is used to derive an expression for the expectation of the integr...