EEMCS

Home > Publications
Home University of Twente
Education
Research
Prospective Students
Jobs
Publications
Intranet (internal)
 
 Nederlands
 Contact
 Sitemap
 Search
 Organisation

EEMCS EPrints Service


2750 Five Performability Algorithms. A Comparison
Home Policy Brochure Browse Search User Area Contact Help

Cloth, L. and Haverkort, B.R.H.M. (2006) Five Performability Algorithms. A Comparison. In: MAM 2006: Markov Anniversary Meeting, 12-14 Jun 2006, Charleston, SC, USA. pp. 39-54. Boson Books. ISBN 1 932482 34 2

Full text available as:

PDF
- Requires a PDF viewer such as GSview, Xpdf or Adobe Acrobat Reader
192 Kb
Exported to Metis

Abstract

Since the introduction by John F. Meyer in 1980, various algorithms have been proposed to evaluate the performability distribution. In this paper we describe and compare five algorithms that have been proposed recently to evaluate this
distribution: Picard's method, a uniformisation-based method, a path-exploration method, a discretisation approach and a fully Markovian approximation.

As a result of our study, we recommend Picard's method not to be used (due to numerical stability problems). Furthermore, the path exploration method turns out to be heavily dependent on the branching structure of the Markov-reward model under study. For small models, the uniformisation method is preferable; however, its complexity is such that it is impractical for larger models. The discretisation method performs well, also for larger models; however, it does not easily apply in all cases. The recently proposed Markovian approximation works best, even for large models; however, error bounds cannot be given for it.

Item Type:Conference or Workshop Paper (Full Paper, Talk)
Research Group:EWI-DACS: Design and Analysis of Communication Systems
Research Program:CTIT-UBRICKS: Building Blocks for Ubiquitous Computing and Communication
Research Project:MOQS: Modeling and Analysis of QoS of Component-Based Designs
ID Code:2750
Status:Published
Deposited On:11 January 2007
Refereed:Yes
International:Yes
More Information:statisticsmetis

Export this item as:

To correct this item please ask your editor

Repository Staff Only: edit this item