Copyright © 1999 Elsevier Science B.V. All rights reserved.
A note on deflection worm routing on meshes
Received 1 April 1997;
revised 1 February 1999.
Communicated by R.G. Dromey
Available online 23 November 1999.
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Abstract
We prove the existence of asymptotically optimal routing schedules for deflection worm routing of permutations on n×n meshes. We achieve this by deriving an off-line algorithm which routes permutations in O(kn) steps where k is the number of flits of a worm. The best to date off-line algorithms for deflection worm routing of permutations were due to Newman and Schuster (1995) and Sibeyn and Kaufmann (on-line) (1994) which completed the routing in O(k1.5n) routing steps.
Author Keywords: Deflection routing; Mesh connected computer; Packet routing; Permutation routing; Worm routing; Parallel processing






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