Concrete mathematics: a foundation for computer science
Concrete mathematics: a foundation for computer science
New models for pseudo self-similar traffic
Performance Evaluation - Special issue on applied probability modelling in telecommunication
Performance of Computer Communication Systems: A Model-Based Approach
Performance of Computer Communication Systems: A Model-Based Approach
Acyclic discrete phase type distributions: properties and a parameter estimation algorithm
Performance Evaluation
The scale factor: a new degree of freedom in phase-type approximation
Performance Evaluation - Dependable systems and networks-performance and dependability symposium (DSN-PDS) 2002: Selected papers
Computing Moments of First Passage Times to a Subset of States in Markov Chains
SIAM Journal on Matrix Analysis and Applications
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Recently, an efficient and stable method to compute moments of first passage times from a subset of states classified as safe to the other states in ergodic discrete-time Markov chains (DTMCs) has been proposed. This paper shows that the same method can be used to compute moments of discrete phase-type (DPH) distributions, analyzes its complexity on various acyclic DPH (ADPH) distributions, and presents results on a set of DPH distributions arising in a test suite of DTMCs.