Add to ORKGA 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 their transition probabilities, first-passage-time densities and ultimate crossing probabilities are mutually related by some product-form expressions
We consider a bilateral birth-death process having sigmoidal-type rates. A thorough discussion on it...
For a birth-death process N(t) with a reflecting state at 0 we propose a method able to construct a ...
summary:It has been known for a long time that for birth-and-death processes started in zero the fir...
A method yielding simple relationships among bilateral birth-and-death processes is outlined. This...
Starting from a birth-and-death process defined on {0,1,2,...} with 0 an absorbing state one can co...
We consider a bilateral birth-death process characterized by a constant transition rate λ from even ...
In this paper we review some results on time-homogeneous birth-death processes. Specifically, for ...
We consider a bilateral birth-death process having sigmoidal-type rates. A thorough discussion on ...
A spatial symmetry property of a two-dimensional birth-death process ${\bf X}(t)$ with constant ra...
We consider a bilateral birth-death process having sigmoidal-type rates. A thorough discussion on it...
For a birth-death process N(t) with a reflecting state at 0 we propose a method able to construct a ...
summary:It has been known for a long time that for birth-and-death processes started in zero the fir...
A method yielding simple relationships among bilateral birth-and-death processes is outlined. This...
Starting from a birth-and-death process defined on {0,1,2,...} with 0 an absorbing state one can co...
We consider a bilateral birth-death process characterized by a constant transition rate λ from even ...
In this paper we review some results on time-homogeneous birth-death processes. Specifically, for ...
We consider a bilateral birth-death process having sigmoidal-type rates. A thorough discussion on ...
A spatial symmetry property of a two-dimensional birth-death process ${\bf X}(t)$ with constant ra...
We consider a bilateral birth-death process having sigmoidal-type rates. A thorough discussion on it...
For a birth-death process N(t) with a reflecting state at 0 we propose a method able to construct a ...
summary:It has been known for a long time that for birth-and-death processes started in zero the fir...