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Improved Priority Scheme for Unreliable Queueing System and the service time has the distribution of phase-type with failures type. Some aspects relating to an optimal

Improved Priority Scheme for Unreliable Queueing System and the service time has the distribution of phase-type with failures type. Some aspects relating to an optimal

Multi-threshold control by a single-server queuing model with a service rate depending on the amount of harvested energy probability. Loss can occur due to buffer overflow, low-quality service or impatience during the waiting time

Analysis of single-server multi-class queue with unreliable service, batch correlated arrivals, customers impatience, and dynamical change of priorities beginning or some phase of the service, is taken into account. Initial priorities provided to various types

Analysis of the Polling System with Two Markovian Arrival Flows, Finite Buffers, Gated Service and Phase-Type Distribution of Service and Switching Times and Phase-Type (PH) distribution of service and switching times is considered. Stationary distribution

Analysis of unreliable BMAP/PH/N type queue with Markovian flow of breakdowns customer has phase-type (PH) distribution. Servers are subject to breakdowns and repairs. Breakdowns

Retrial multi-server queuing system with PHF service time distribution as a model of a channel with unreliable transmission of information-called PHF (phase-type with failures) distribution. The dynamics of the system are described by a multi

Analysis of the queue with phase type distributions and inverse service discipline with interruptionsThe queueing system of GI/GI/1/r type with phase type distribution functions for input flow (non

Analysis of a retrial queue with group service of impatient customersA single-server retrial queue with a MAP flow, PH service times and a pool of finite capacity

STATIONARY QUEUE-LENGTH DISTRIBUTION IN A QUEUING SYSTEM WITH LIMITED CAPACITY, BATCH ARRIVAL, AND PHASE-TYPE SERVICE TIMEThe queueing system GI/GI/1/r with batch arrival, input and service-lime distribution functions

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