Acyclic discrete phase type distributions: properties and a parameter estimation algorithm

Characterization of phase-type distributions

Colm Art O’Cinneide · Communications in Statistics Stochastic Models · 1990 · 225 citations

Natural Sciences, Mathematics, Discrete Mathematics +8

On the canonical representation of homogeneous markov processes modelling failure - time distributions

Aldo Cumani · Microelectronics Reliability · 1982 · 203 citations

Engineering, Mathematics, Probability Theory +14

The least variable phase type distribution is erlang

David Aldous, Shepp Larry · Communications in Statistics Stochastic Models · 1987 · 191 citations · Full text

Engineering, Computer Science, Mathematics +14

A benchmark for ph estimation algorithms: results for acyclic-ph

Andrea Bobbio, Miklós Telek · Communications in Statistics Stochastic Models · 1994 · 106 citations

Business, Biostatistics, Statistical Modeling +7

On non-uniqueness of representations of phase-type distributions

Colm Art O’Cinneide · Communications in Statistics Stochastic Models · 1989 · 88 citations

Natural Sciences, Mathematics, Probability Theory +6