The randomization technique for computing transient probabilities of Markov processes is presented. The technique is applied to a Markov process model of a simplified fault tolerant computer system for illustrative purposes. It is applicable to much larger and more complex models. Transient state probabilities are computed, from which reliabilities are derived. An accelerated version of the randomization algorithm is developed which exploits ''stiffness' of the models to gain increased efficiency. A great advantage of the randomization approach is that it easily allows probabilities and reliabilities to be computed to any predetermined accuracy
A fundamental problem in fault-tolerant computing is pre-dicting a system’s reliability. Several met...
AbstractMarkov and semi-Markov processes are increasingly being used in the modeling of complex reco...
can be modeled as stochastic systems with Markovian para-meters. This paper addresses the modeling a...
Markov models are commonly used to asses the dependability/performability of fault-tolerant systems...
This paper compares three numerical methods for reliability calculation of Markov, closed, fault-tol...
This master thesis deals with application of Markov processes in analysis of reli- ability of comple...
Randomization is an attractive alternative for the transient analysis of continuous time Markov mode...
The current tendency of flight control system designs is towards increased integration of applicatio...
appeared in reduced version in Communications in Statistics—Simulation and Computation Randomization...
The (standard) randomization method is an attractive alternative for the transient analysis of conti...
In this paper we generalize a method (called regenerative randomization) for the transient solution ...
The analysis and evaluation of reliability measures using time-varying Markov models is required for...
We consider a mission-based reliability system that is designed to perform missions consisting of a ...
Markov models can be used to compute the reliability of virtually any fault tolerant system. However...
A way of considering a small but often used class of reliability model and approximating algebraical...
A fundamental problem in fault-tolerant computing is pre-dicting a system’s reliability. Several met...
AbstractMarkov and semi-Markov processes are increasingly being used in the modeling of complex reco...
can be modeled as stochastic systems with Markovian para-meters. This paper addresses the modeling a...
Markov models are commonly used to asses the dependability/performability of fault-tolerant systems...
This paper compares three numerical methods for reliability calculation of Markov, closed, fault-tol...
This master thesis deals with application of Markov processes in analysis of reli- ability of comple...
Randomization is an attractive alternative for the transient analysis of continuous time Markov mode...
The current tendency of flight control system designs is towards increased integration of applicatio...
appeared in reduced version in Communications in Statistics—Simulation and Computation Randomization...
The (standard) randomization method is an attractive alternative for the transient analysis of conti...
In this paper we generalize a method (called regenerative randomization) for the transient solution ...
The analysis and evaluation of reliability measures using time-varying Markov models is required for...
We consider a mission-based reliability system that is designed to perform missions consisting of a ...
Markov models can be used to compute the reliability of virtually any fault tolerant system. However...
A way of considering a small but often used class of reliability model and approximating algebraical...
A fundamental problem in fault-tolerant computing is pre-dicting a system’s reliability. Several met...
AbstractMarkov and semi-Markov processes are increasingly being used in the modeling of complex reco...
can be modeled as stochastic systems with Markovian para-meters. This paper addresses the modeling a...