Forward delay times in multi-phase discrete-time renewal processes

Forward delay times in multi-phase discrete-time renewal processes

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Article ID: iaor20003683
Country: Singapore
Volume: 14
Issue: 1
Start Page Number: 77
End Page Number: 86
Publication Date: May 1997
Journal: Asia-Pacific Journal of Operational Research
Authors: ,
Keywords: renewal processes, M/G/1 queues
Abstract:

A type of discrete-time Markov renewal process is considered in which the epochs at which the process changes state are not all regeneration points. Such processes arise naturally in breakdown/repair models and in variants of the M/G/1 queue such as occur in modelling road traffic. The key renewal theorem is used to find a relationship between the residual sojourn times (or forward delay times) and sojourn times through the system.

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