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The fractional birth and the fractional death processes are more desirable in practice than their classical counterparts as they naturally provide greater flexibility in modeling growing and decreasin...
In this paper, we introduce and examine a fractional linear birth--death process $N_{\nu}(t)$, $t>0$, whose fractionality is obtained by replacing the time derivative with a fractional derivative in t...
The methods in this paper are motivated by a double-blind randomized community trial in rural Nepal (Christian et al 2003a,b). The investigators imple- mented an intervention program to evaluate ben...
This paper is devoted to study the similarity of birthand- death processes with a discrete and continuous time. We discuss some relations between the measures of orthogonality of the associated pol...
Spatial birth and death processes as solutions of stochastic equations .
The number of extant individuals within a lineage, as exemplified by counts of species numbers across genera in a higher taxonomic category, is known to be a highly skewed distribution. Because the ...

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