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Mathematical theory of reliability of time dependent systems with practical applications

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Author(s): Kovalenko I.N., Kuznetzov N.Yu., Pegg P.A.
Series: Wiley series in probability and statistics. Applied probability and statistics
Publisher: Wiley
Year: 1997

Language: English
Pages: 303
City: New York, Chichester
Tags: Reliability (Engineering) -- Mathematical models.;Markov processes.;Wiskundige modellen.;Betrouwbaarheid.;Machines.;Reliabilität.;Fiabilité -- Modèles mathématiques.;Markov, Processus de.

Content: 1. Introduction --
2. Markov and Semi-Markov Models as a Basis for the Mathematical Analysis of System Reliability --
3. Methods for Investigating Homogeneous and Non-homogeneous Point Processes (Event Flows) --
4. Fault Trees --
the Current State of Research --
5. Theory of Redundant Systems --
6. Monte Carlo Methods --
7. Reliability Analysis using Perturbation Methods --
8. Stiff Processes in Reliability Analysis --
9. Variance Reduction Methods --
10. Analytical-Statistical Methods for Rapid Simulation of Repairable Systems with Structure Redundancy --
11. Measures of Reliability Importance of Components.