Abstract

In this paper, we present a general methodology for the improvement of the criteria of a given routing scheme. We study particularly the correlation between deadlock-avoidance and paths' stretch factor l28r. We prove that the methodology preserves deadlock-avoidance. As the methodology starts from a primary communication scheme, we choose routing by Eulerian cycle rules l27r as the primary scheme. To validate the methodology, we apply the resulting routing scheme to the torus network. Then, making a judicious choice with regard to certain parameters, we prove that the result is an adaptive, deadlock-free, minimal and storage efficient routing algorithm for such networks.

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