The reliability function defined by a failure rate which is a stochastic process with nonnegative and right continuous trajectories is presented in this paper. The reliability function with an at most countable state space semi-Markov failure rate process is investigated. A theorem concerning of equations for a conditional reliability function with a semi-Markov process as a failure rate is presented in this paper. The solutions of the proper renewal equations allow getting the reliability functions for the finite space semi-Markov random walk, for the Poisson process and for the Furry-Yule process as a failure rate
The paper is concerned with the application of perturbed semi-Markov (SM) processes in reliability p...
In this paper, we study a reliability system subject to occasional random shocks hitting an underlyi...
By applying shortest path analysis in stochastic networks, we introduce a new approach to obtain the...
This paper investigates the rate of occurrence of failures (ROCOF) of finite state semi-Markov syste...
Probabilistic model of a system composed of a main component, an emergency backup component and the ...
The characteristics of semi-Markov process we can translate on the reliability characteristics in th...
This paper deals with a generalization of the class of renewal processes with absolutely continuous ...
We study the time evolution of an increasing stochastic process governed by a first-order stochastic...
We analyze mean time to failure and availability of semi-Markov missions that consist of phases with...
A semi-Markov stochastic process is used for solving in a reliability problem in the paper. The prob...
Throughout this work, conditional failure rates for discrete positive integer-valued random variable...
Semi-Markov Processes: Applications in System Reliability and Maintenance is a modern view of discre...
In this paper, a new reliability measure, named sequential interval reliability, is introduced for h...
This chapter presents the reliability of discrete-time semi-Markov systems. After some basic definit...
This master thesis deals with application of Markov processes in analysis of reli- ability of comple...
The paper is concerned with the application of perturbed semi-Markov (SM) processes in reliability p...
In this paper, we study a reliability system subject to occasional random shocks hitting an underlyi...
By applying shortest path analysis in stochastic networks, we introduce a new approach to obtain the...
This paper investigates the rate of occurrence of failures (ROCOF) of finite state semi-Markov syste...
Probabilistic model of a system composed of a main component, an emergency backup component and the ...
The characteristics of semi-Markov process we can translate on the reliability characteristics in th...
This paper deals with a generalization of the class of renewal processes with absolutely continuous ...
We study the time evolution of an increasing stochastic process governed by a first-order stochastic...
We analyze mean time to failure and availability of semi-Markov missions that consist of phases with...
A semi-Markov stochastic process is used for solving in a reliability problem in the paper. The prob...
Throughout this work, conditional failure rates for discrete positive integer-valued random variable...
Semi-Markov Processes: Applications in System Reliability and Maintenance is a modern view of discre...
In this paper, a new reliability measure, named sequential interval reliability, is introduced for h...
This chapter presents the reliability of discrete-time semi-Markov systems. After some basic definit...
This master thesis deals with application of Markov processes in analysis of reli- ability of comple...
The paper is concerned with the application of perturbed semi-Markov (SM) processes in reliability p...
In this paper, we study a reliability system subject to occasional random shocks hitting an underlyi...
By applying shortest path analysis in stochastic networks, we introduce a new approach to obtain the...