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On decomposable semi-regenerative processes and their applications about decomposable semi-regenerative processes. The second part aims to show some applications
Application of decomposable semi-regenerative processes to the study of k-out-of-n systemsThis paper aimed to demonstrate the capabilities of decomposable semi-regenerative processes
Renewable k-Out-of-n System with the Component-Wise Strategy of Preventive System MaintenanceAt the SMARTY-22 conference, a review of the regenerative methods development was presented
Reliability of a double redundant system under the full repair scenario to apply the decomposable semi-regenerative processes theory to the problem of studying the reliability
On reliability of a double redundant renewable system with a generally distributed life and repair times on the theory of decomposable semi-regenerative processes. We derive the Laplace-Stieltjes transform of two main
Reliability model for hierarchical systems: Regenerative approach of such systems the method of decomposable semi-regenerative processes is used. A simple example illustrates our
Approximations in performance analysis of a controllable queueing system with heterogeneous serversDecomposable semi-regenerative process
On the Reliability Modeling of Hierarchical Systems the methods of decomposable semi-regenerative processes are used. A simple example illustrates our approach.
On Steady State Reliability and Sensitivity Analysis of a k-out-of-n System Under Full Repair Scenario have been obtained with the theory of decomposable semi-regenerative processes [1] and method
On reliability of a double redundant renewable system times of its components is considered. For its investigations the theory of decomposable regenerative
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