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Dynamic reallocation of capacity in logically fully-connected networks
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Source International Journal of Network Management archive
Volume 14 ,  Issue 1  (January 2004) table of contents
Pages: 9 - 18  
Year of Publication: 2004
ISSN:1099-1190
Authors
B. A. Chiera  School of Electrical and Electronic Engineering, The University of Adelaide, Adelaide, SA 5005, Australia
M. R. Krieg
J. W. Parrott
P. G. Taylor
Publisher
John Wiley & Sons, Inc.  New York, NY, USA
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DOI Bookmark: 10.1002/nem.499

ABSTRACT

We study the benefits that can be realised when capacity reallocation schemes are implemented in telecommunications networks. Our basic model consists of a (possibly sparse) physical network above which is overlaid a logically fully-connected network. This is achieved by reserving capacity on the physical links for exclusive use by each origin-destination pair. If the capacity allocated to the origin-destination pairs is fixed, then such a network is likely to produce poor performance due to restriction of multiplexing opportunities. However, this effect can be largely negated by employing a capacity reallocation scheme, where capacity is moved in a dynamic fashion to areas where congestion is occurring. For such a scheme to be scalable, it is essential that it be distributed in nature. In this paper, we present three distributed, dynamic capacity reallocation schemes and compare their performance using a simulation model.


REFERENCES

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REVIEWS

"Dimitrios I Kagklis : Reviewer"

This paper presents three distributed, dynamic capacity reallocation schemes for logically fully connected networks, and compares their performance using a simulation tool. The goal of all three schemes is to offer an acceptable level of quality o  more...


"Cecilia G. Manrique : Reviewer"

The purpose of this paper is to present various methods by which reallocation of capacity can be undertaken for fully connected networks. A capacity reallocation scheme needs to move capacity in a dynamic fashion, to areas where congestion is occu  more...

Collaborative Colleagues:
B. A. Chiera: colleagues
M. R. Krieg: colleagues
J. W. Parrott: colleagues
P. G. Taylor: colleagues

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