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出 处:《International Journal of Communications, Network and System Sciences》2014年第8期257-264,共8页通讯、网络与系统学国际期刊(英文)
摘 要:The given article deals with the development of analytical model of request service process by multichannel technical system with unreliable, repaired and reconfigured service facilities. It is assumed that the system is functioning in service mode of random length random request flows. The system considers the existence of time redundancy for afterservice of calls, the service of which is interrupted with refusal, non-depreciating the performed part of the task. Special probability functions are introduced which on the basis of probability reasoning allow to make the systems of integral equations describing the dynamics of request service process.The given article deals with the development of analytical model of request service process by multichannel technical system with unreliable, repaired and reconfigured service facilities. It is assumed that the system is functioning in service mode of random length random request flows. The system considers the existence of time redundancy for afterservice of calls, the service of which is interrupted with refusal, non-depreciating the performed part of the task. Special probability functions are introduced which on the basis of probability reasoning allow to make the systems of integral equations describing the dynamics of request service process.
关 键 词:QS—Queuing System with TIME BACKUP TECHNICAL QUEUING System with Non-Depreciating Refusals Multichannel QS with TIME BACKUP QS with Non-Depreciating Refusals QS with Recovered DEVICES QS Networks
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