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On Reliability Function of a k-out-of-n System with Decreasing Residual Lifetime of Surviving Components after Their Failures in their residual lifetimes. Development of models able to take into account that failures of a system’s components

Renewal redundant systems under the Marshall-Olkin failure model. A probability analysisIn this paper a two component redundant renewable system operating under the Marshall-Olkin failure

Dependent failure in multifunctional automatic control systemsDependent failure in multifunctional automatic control systems

Reliability of a Load-Sharing k-out-of-n System Under Decreasing of Components Residual LifetimeThe reliability characteristics of a k-out-of-n system are studied in the case when a failure

Investigations of the potential application of k-out-of-n systems in oil and gas industry objects was analyzed. Calculations show that under “rare” component failures, most system reliability indices become

Reliability Analysis of a k-out-of-n System in Case of Full Repair After Its Failure failure. The reliability analysis, including the calculation of time-dependent and steady-state system

On Steady State Reliability and Sensitivity Analysis of a k-out-of-n System Under Full Repair Scenario component failure (partial repair), but also after the failure of the entire system (full repair

Reliability function of renewable system under Marshall-Olkin failure modelIn this note we obtain reliability function of two-component system under the Marshall

Mathematical Model for Reliability Analysis of a Heterogeneous Redundant Data Transmission System dependence of these characteristics on the DF types of the recovery time of system's components. However

Reliability Analysis of a Load-Sharing k-out-of-n System Due to Its Components’ Failure failure of one of the system’s components leads to increasing the load on others, resulting

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