A multiple warm standby repairable system under N-policy with multiple vacations following Markovian arrival process
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Publication:5077447
DOI10.1080/03610926.2019.1710758OpenAlexW2998737212MaRDI QIDQ5077447
Qingan Qiu, Yanqing Wen, Baoliang Liu, Shu-Gui Kang
Publication date: 18 May 2022
Published in: Communications in Statistics - Theory and Methods (Search for Journal in Brave)
Full work available at URL: https://doi.org/10.1080/03610926.2019.1710758
phase-type distributionMarkovian arrival processMarkov modelsmultiple vacationsmatrix-analytical approach
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Cites Work
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- Phase-type software reliability model: parameter estimation algorithms with grouped data
- \(MAP/PH/1\) queue with working vacations, vacation interruptions and \(N\) policy
- Shock and wear degradating systems under three types of repair
- A deteriorating system with its repairman having multiple vacations
- Recent advances in system reliability. Signatures, multi-state systems and statistical inference
- Reliability analysis of a warm standby repairable system with priority in use
- Shock models under a Markovian arrival process
- Optimal order-replacement policy for a phase-type geometric process model with extreme shocks
- A shock and wear model with dependence between the interarrival failures
- \(\delta\)-shock model based on Polya process and its optimal replacement policy
- Bivariate preventive maintenance of systems with lifetimes dependent on a random shock process
- Heterogeneous standby systems with shocks-driven preventive replacements
- A phase-type geometric process repair model with spare device procurement and repairman's multiple vacations
- Two shock and wear systems under repair standing a finite number of shocks
- A reliability system under cumulative shocks governed by a BMAP
- Reliability modeling for mutually dependent competing failure processes due to degradation and random shocks
- An LDQBD process under degradation, inspection, and two types of repair
- Reliability of a system under two types of failures using a Markovian arrival process
- Reliability evaluation of multi-component cold-standby redundant systems
- Shocks, runs and random sums
- Fundamentals of Matrix-Analytic Methods
- System availability in a shock model under preventive repair and phase-type distributions
- The rate of occurrence of failures
- MAINTENANCE OF SYSTEMS BY MEANS OF REPLACEMENTS AND REPAIRS: THE CASE OF PHASE-TYPE DISTRIBUTIONS
- A multiple warm standby δ-shock system with a repairman having multiple vacations
