Examples of fitting structured phase–type distributions
Copyright policy )Examples of fitting structured phase–type distributions
AbstractA sub–class of phase–type distributions is defined in terms of a Markov process with sequential transitions between transient states and transitions from these states to absorption. Such distributions form a very rich class; they can be fitted to data, and any structure revealed by the parameter estimates used to develop more parsimonious re–parametrizations. Several example data sets are used as illustrations.
- University of Queensland Australia
- University of Queensland Australia
- University of Queensland Australia
Markov processes, Structure, phase-type probability distributions, 2611 Modelling and Simulation, Distribution theory, Queueing theory (aspects of probability theory), sequential transitions, Phase–type probability distributions, Sequential transitions, Phase-type probability distributions, 1405 Management of Technology and Innovation, Markov process, structure, mixture models, Mixture models
Markov processes, Structure, phase-type probability distributions, 2611 Modelling and Simulation, Distribution theory, Queueing theory (aspects of probability theory), sequential transitions, Phase–type probability distributions, Sequential transitions, Phase-type probability distributions, 1405 Management of Technology and Innovation, Markov process, structure, mixture models, Mixture models
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