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Doorn, Erik A. van - Department of Applied Mathematics, Universiteit Twente
LIMITING CONDITIONAL DISTRIBUTIONS FOR BIRTH-DEATH PROCESSES
UNIFORMIZATION FOR -POSITIVE MARKOV CHAINS
ANALYSIS OF RANDOM WALKS USING ORTHOGONAL POLYNOMIALS
Representations for the rate of convergence of birth-death processes
On the speed of convergence to stationarity of the Erlang loss system
Families of birth-death processes with similar time-dependent behaviour
Analysis of a single-server queue interacting with a fluid reservoir
A fluid queue driven by an infinite-state birth-death process E.A. van Doorn and W.R.W. Scheinhardt
Rate of convergence to stationarity of the system M/M/N/N + R
Markov Processes Relat. Fields 15, 191204 (2009) Markov MPRF&
WEAK CONVERGENCE OF CONDITIONED BIRTH-DEATH PROCESSES IN DISCRETE TIME
