Add to ORKGA probabilistic model for repairable systems is the Generalized Renewal Process (GRP) that can characterize the system’s ordinary states following a repair and by understanding the impression of maintenance on the system’s age as well as analysing the failure conditions to ensure the longevity for the equipment is very beneficial
Counting process models, Weibull-type process, age-dependent intensities, various degrees of repair,...
The objective of the work is to model the failure process of a repairable system under "worse than o...
Vita.Markov renewal theory, a branch of probability theory, is based on the properties of regenerati...
The use of stochastic point processes to model the reliability of repairable systems has been a regu...
The use of stochastic point processes to model the reliability of repairable systems has been a regu...
With the rapid advancement in computer technology, the software reliability plays a very significant...
The aim of this article is the identification of reliability parameters on the basis of small sample...
Common Stochastic Point Processes used in the analysis of Repairable Systems do not accurately repre...
International audienceIn this paper, a gradually deteriorating system with imperfect repair is consi...
The Generalized Renewal Process (GRP) is a probabilistic model for repairable systems that can repre...
The Generalized Renewal Process (GRP) is a probabilistic model for repairable systems that can repre...
Numerous stochastic models for repairable systems have been developed by assuming different time tre...
A repairable system is a system that can be restored to an operational state after a repair event. T...
This paper considers a point process model with a monotonically decreasing or increasing ROCOF and t...
A repairable system can briey be characterized as a system which is repaired rather than replaced af...
Counting process models, Weibull-type process, age-dependent intensities, various degrees of repair,...
The objective of the work is to model the failure process of a repairable system under "worse than o...
Vita.Markov renewal theory, a branch of probability theory, is based on the properties of regenerati...
The use of stochastic point processes to model the reliability of repairable systems has been a regu...
The use of stochastic point processes to model the reliability of repairable systems has been a regu...
With the rapid advancement in computer technology, the software reliability plays a very significant...
The aim of this article is the identification of reliability parameters on the basis of small sample...
Common Stochastic Point Processes used in the analysis of Repairable Systems do not accurately repre...
International audienceIn this paper, a gradually deteriorating system with imperfect repair is consi...
The Generalized Renewal Process (GRP) is a probabilistic model for repairable systems that can repre...
The Generalized Renewal Process (GRP) is a probabilistic model for repairable systems that can repre...
Numerous stochastic models for repairable systems have been developed by assuming different time tre...
A repairable system is a system that can be restored to an operational state after a repair event. T...
This paper considers a point process model with a monotonically decreasing or increasing ROCOF and t...
A repairable system can briey be characterized as a system which is repaired rather than replaced af...
Counting process models, Weibull-type process, age-dependent intensities, various degrees of repair,...
The objective of the work is to model the failure process of a repairable system under "worse than o...
Vita.Markov renewal theory, a branch of probability theory, is based on the properties of regenerati...