A Toolkit of Octave Functions for Discrete Time Analysis of Queuing Systems
نویسنده
چکیده
The modularity of the Discrete-Time Analysis (DTA) technique calls for a toolkit consisting of all the operators involved in order to easily implement the algorithms on a computer using object-oriented language. This paper presents a toolkit of DTA operators written in the Octave language. The use of the toolkit is demonstrated by the numerical analysis of the discrete-time GI=GI=1 queuing system and the recently often employed discrete-time GI=GI=1 system with bounded delay.
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