Search Results - "Peschansky, A.I."
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Approbation of the Numerical Method of Phase Enlargement on the Example of Modeling the Process of Functioning of a System of N Series-Connected Elements
Published in 2020 International Multi-Conference on Industrial Engineering and Modern Technologies (FarEastCon) (06-10-2020)“…The article discusses the approbation of the method of phase enlargement of semi-Markov systems with a common phase space developed by the authors, which makes…”
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Conference Proceeding -
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Stationary Characteristics of an Unreliable Single-Server Queueing System with Losses and Preventive Maintenance
Published in Automation and remote control (01-07-2020)“…This paper considers an unreliable restorable single-server queueing system with losses in which server failures may occur during operation. The random…”
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Journal Article -
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Semi-Markov Model of a Restorable System with Elementwise Time Redundancy
Published in Automation and remote control (01-12-2019)“…A model that describes the operation of a multi-element restorable system is constructed. After failure, each element of the system remains functionally…”
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Journal Article -
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A semi-Markov model for an unreliable single-line loss queueing system with different restoration types
Published in Automation and remote control (01-12-2016)“…We construct a semi-Markov model for a queueing system GI / G /1/0 with an unreliable server, where after the server’s failure it is subject to minimal…”
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Journal Article -
5
On a strategy for the maintenance of an unreliable channel of a one-server loss queue
Published in Automatic control and computer sciences (2016)“…A semi-Markov model of a single-server queue GI/G /1/0 is constructed with regard to server maintenance that is carried out at the end of customer service if…”
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Journal Article -
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Semi-Markov Model of a Single-Server Queue with Losses and Maintenance of an Unreliable Server
Published in Cybernetics and systems analysis (01-07-2015)“…A semi-Markov model of the single-server GI /G/ 1/ 0 queue is constructed with allowance for the maintenance of an unreliable server. Stationary reliability…”
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Journal Article