Presentation 2004/1/23
A perfect k-ary peer-to-peer multicast routing tree search algorithm for multihome networks
Jun KAWASHIMA, Nobuo FUNABIKI, Kiyohiko OKAYAMA,
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Abstract(in English) In this paper, we present a two-stage heuristic algorithm for the peer-to-peer multicast routing problem in a multihome network. This problem requires finding a multicast routing tree satisfying the delay constraint between any two hosts and the degree constraint of any host while minimizing the total cost of the tree. In our algorithm, the routing tree topology is fixed to the perfect k-ary tree so as to always satisfy the degree constraint while minimizing the maximum hop count between hosts. The first stage of the algorithm greedily constructs an initial tree of minimizing the cost, and the second stage iteratively searches a feasible tree based on the annealing method. Through simulations using random network instances, we compare the performance of our algorithm to that of a similar existing algorithm.
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Keyword(in English) peer-to-peer multicast / real-time communication / multihome network / heuristic algorithm / perfect k-ary tree / NP-hard
Paper # OCS2003-126
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Committee OCS
Conference Date 2004/1/23(1days)
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Registration To Optical Communication Systems (OCS)
Language JPN
Title (in Japanese) (See Japanese page)
Sub Title (in Japanese) (See Japanese page)
Title (in English) A perfect k-ary peer-to-peer multicast routing tree search algorithm for multihome networks
Sub Title (in English)
Keyword(1) peer-to-peer multicast
Keyword(2) real-time communication
Keyword(3) multihome network
Keyword(4) heuristic algorithm
Keyword(5) perfect k-ary tree
Keyword(6) NP-hard
1st Author's Name Jun KAWASHIMA
1st Author's Affiliation Dept. of Communication Network Engineering, Okayama University()
2nd Author's Name Nobuo FUNABIKI
2nd Author's Affiliation Dept. of Communication Network Engineering, Okayama University
3rd Author's Name Kiyohiko OKAYAMA
3rd Author's Affiliation Dept. of Communication Network Engineering, Okayama University
Date 2004/1/23
Paper # OCS2003-126
Volume (vol) vol.103
Number (no) 627
Page pp.pp.-
#Pages 4
Date of Issue