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Title: Recurrent Method for Blocking Probability Calculation in Switching Networks with Overflow Links, Journal of Telecommunications and Information Technology, 2013, nr 1

Creator:

Głąbowski, Mariusz ; Stasiak, Michał Dominik

Date:

2013, nr 1

Resource Type:

artykuł

Description:

This article presents a new recurrent method for modelling multi-service switching networks with overflow links. In the proposed method, the blocking probability for a given stage of the switching network is determined on the basis of the characteristics of the preceding stage. A particular attention is given to a possibility of a considerable reduction of the internal blocking probability of the switching network that would result from an application of additional overflow links between neighbouring switches of the first stage of the network. The results of the analytical modelling of selected multi-service switching networks with overflow links in the first stage are compared with the results of the simulation experiments. The study confirms the accuracy of all the adopted theoretical assumptions in the proposed analytical model of the multi-service switching network.

Publisher:

Instytut Łączności - Państwowy Instytut Badawczy, Warszawa

Format:

application/pdf

Resource Identifier:

oai:bc.itl.waw.pl:1580 ; ISSN 1509-4553, on-line: ISSN 1899-8852

DOI:

10.26636/jtit.2013.1.1202

ISSN:

1509-4553

eISSN:

1899-8852

Source:

Journal of Telecommunications and Information Technology

Language:

ang

Rights Management:

Biblioteka Naukowa Instytutu Łączności

Subject and keywords:

inter-section links switching networks

Object collections:

Last modified:

Sep 2, 2024

In our library since:

Apr 10, 2014

Number of object content hits:

75

All available object's versions:

https://bc.itl.waw.pl/publication/1767

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Edition name Date
Głąbowski, Mariusz; Stasiak, Michał Dominik, Recurrent Method for Blocking Probability Calculation in Switching Networks with Overflow Links, Journal of Telecommunications and Information Technology, 2013, nr 1 Sep 2, 2024

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