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A general analytical model of adaptive wormhole routing in k-ary n-cubes

机译:k元n立方体中自适应虫洞路由的通用分析模型

摘要

Several analytical models of fully adaptive routing have recently been proposed for k-ary n-cubes and hypercube networks under the uniform traffic pattern. Although,hypercube is a special case of k-ary n-cubes topology, the modeling approach for hypercube is more accurate than karyn-cubes due to its simpler structure. This paper proposes a general analytical model to predict message latency in wormhole-routed k-ary n-cubes with fully adaptive routing that uses a similar modeling approach to hypercube. The analysis focuses Duato's fully adaptive routing algorithm [12], which is widely accepted as the most general algorithm for achieving adaptivity in wormhole-routed networks while allowing for an efficient router implementation. The proposed model is general enough that it can be used for hypercube and other fully adaptive routing algorithms.
机译:最近,针对统一流量模式下的k元n立方体和超立方体网络,提出了几种完全自适应路由的分析模型。尽管超立方体是k元n立方体拓扑的特例,但由于其结构更简单,因此超立方体的建模方法比karyn立方体更准确。本文提出了一种通用分析模型,该模型可以使用完全相似的自适应路由来预测蠕虫路由的k元n立方体中的消息等待时间,该模型使用类似的建模方法来对超立方体进行建模。分析着重于Duato的完全自适应路由算法[12],该算法被广泛接受为在蠕虫路由网络中实现自适应性同时允许高效路由器实现的最通用算法。所提出的模型足够通用,可以用于超立方体和其他完全自适应的路由算法。

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