We consider a bilateral birth-death process having sigmoidal-type rates. A thorough
discussion on its transient behaviour is given, which includes studying symmetry properties …

We consider a bilateral birth-death process characterized by a constant transition rate λ from
even states and a possibly different transition rate μ from odd states. We determine the …

We consider discrete-time birth-death processes with an absorbing state and study the
conditional state distribution at time n given that absorption has not occurred by that time but …

A method yielding simple relationships among bilateral birth-and-death processes is
outlined. This allows one to relate birth and death rates of two processes in such a way that …

LNCS 8111 - On a Bilateral Linear Birth and Death Process in the Presence of Catastrophes
Page 1 On a Bilateral Linear Birth and Death Process in the Presence of Catastrophes Virginia …

A birth–death process {x (t): t≥ 0} with state space the set of non-negative integers is said to
be stochastically increasing (decreasing) on the interval (t1, t2) if Pr {x (t)> i} is increasing …

We consider birth–death processes on the nonnegative integers, where {1, 2,…} is an
irreducible class and 0 an absorbing state, with the additional feature that a transition to …

For the birth–death process on a finite state space with bilateral boundaries, we give a
simpler derivation of the hitting time distributions by h-transform and φ-transform. These …

For a birth–death process (X (t),) on the state space {− 1, 0, 1,···}, where− 1 is an absorbing
state which is reached with certainty and {0, 1,···} is an irreducible class, we address and …

Quasi-stationary distribution for the birth–death process with exit boundary - ScienceDirect
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