I. Mitrani et R. Chakka, SPECTRAL EXPANSION SOLUTION FOR A CLASS OF MARKOV-MODELS - APPLICATION AND COMPARISON WITH THE MATRIX-GEOMETRIC METHOD, Performance evaluation, 23(3), 1995, pp. 241-260
Citations number
18
Categorie Soggetti
Computer Sciences","Computer Science Hardware & Architecture","Computer Science Theory & Methods
Many two-dimensional Markov models whose state space is a semi-infinit
e strip (i.e. finite in one dimension and infinite in the other) can b
e solved efficiently by means of spectral expansion. This method and i
ts application are described in the context of an M/M/N queue with gen
eral breakdowns and repairs. The results of experiments aimed at evalu
ating the relative merits of the spectral expansion and the matrix-geo
metric solutions are also presented.