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Average Cost Network Comparisons

机译:平均成本网络比较

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We discuss the emerging average cost metric of interconnection network topologies, c-bar=dk-bar where d-bar is average degree and k-bar is average diameter. A minimum bound on conventional cost is known to be log(nd-n+1)/log d - 1 where d is degree and n is the number of nodes. Average cost is calculated for various networks including the tree, torus, deBruijn and #gamma# network. Unlike average degree, average diameter has not yet been clearly defined[17]. We define average diagmeter in a way that is somewhat mathematically less intensive to calculate than existing methods while also improving the semantics of the definition. Our analysis reveals that for instance, the average cost of t-tree network of height h, being #THETA# (h/t), is far less than its conventional cost, #THETA# (th), while the average cost of the hypercbe and CCC networks is identical to their conventional cost. Thus, the use of average cost sheds a more definite light on interconnection network topologies.
机译:我们讨论互连网络拓扑的新兴平均成本度量,C-Bar = DK-Bar,其中D杆是平均程度,K杆是平均直径。已知对常规成本的最小界限是日志(nd-n + 1)/ log d - 1,其中d是程度,n是节点的数量。为各种网络计算平均成本,包括树,圆环,DEBRUIJN和#Gamma#Network。与平均程度不同,平均直径尚未明确定义[17]。我们以比现有方法在数学上的数学上的方式略微不那么密集地定义平均对角线,同时还改善了定义的语义。我们的分析表明,例如,高度H的T树网络网络的平均成本是#Theta#(h / t),远远低于其传统成本#theta#(th),而平均成本HyperCBE和CCC网络与其传统成本相同。因此,在互连网络拓扑上使用平均成本揭示了更明确的光线。

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