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- Matrix_geometric_method abstract "In probability theory, the matrix geometric method is a method for the analysis of quasi-birth–death processes, continuous-time Markov chain whose transition rate matrices with a repetitive block structure. The method was developed "largely by Marcel F. Neuts and his students starting around 1975."".
- Matrix_geometric_method wikiPageExternalLink Stewart_2.pdf.
- Matrix_geometric_method wikiPageID "39587395".
- Matrix_geometric_method wikiPageRevisionID "585587701".
- Matrix_geometric_method subject Category:Queueing_theory.
- Matrix_geometric_method comment "In probability theory, the matrix geometric method is a method for the analysis of quasi-birth–death processes, continuous-time Markov chain whose transition rate matrices with a repetitive block structure. The method was developed "largely by Marcel F. Neuts and his students starting around 1975."".
- Matrix_geometric_method label "Matrix geometric method".
- Matrix_geometric_method sameAs m.0vxc9wz.
- Matrix_geometric_method sameAs Q17097309.
- Matrix_geometric_method sameAs Q17097309.
- Matrix_geometric_method wasDerivedFrom Matrix_geometric_method?oldid=585587701.
- Matrix_geometric_method isPrimaryTopicOf Matrix_geometric_method.