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Abstract

ABSTRACT :

Recently Ycart has investigated a type of stability property of the linear growth Birth and Death Process according to which if the initial distribution is binomial or Poisson then it remains the same at any subsequent point of time. We have generalised this stability property under the wider class of restricted power series distributions.

Keywords

Power series distribution Birth and death process Kolmogorov's equations Stationary process

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A Stability Property of the Linear Growth Birth and Death Process Under Restricted Power Series Distributions

Abstract

ABSTRACT :

Keywords

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