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SIMD data communication algorithms for multiply twisted hypercubes

机译:用于多重扭曲超立方体的SIMD数据通信算法

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The paper explores the effectiveness of multiply-twisted hypercubenetworks for parallel computing by considering interprocessorcommunication problems. It presents SIMD parallel data broadcasting,census, and shortest path finding algorithms for multiply-twistedhypercube networks. The data broadcasting algorithms take[(n+1)/2] communication steps to broadcast a message from aprocessor to all other processors in QnMT(an n-dimensional multiply-twisted hypercube and its graph).Each processor performs at most one receive operation to receive thebroadcasted message from exactly one of its adjacent processors, and atmost one send operation to send the broadcasted message to a subset ofits adjacent processors. The data broadcasting algorithms can be easilyconverted into census algorithms with similar performance. Moreover, itis shown that the data broadcasting algorithms can be used to send amessage from any processor Pi to any other processorPj in a multiply-twisted hypercube in no more thanL(i,j)+i communication steps, whereL(i,j) is the length of the shortest pathfrom Pi to Pj
机译:本文探讨了多重扭曲超立方体的有效性 考虑处理器间的并行计算网络 沟通问题。它介绍了SIMD并行数据广播, 普查和多重扭曲的最短路径查找算法 超立方体网络。数据广播算法 [( n +1)/ 2]通信步骤,从 处理器到 Q n MT 中的所有其他处理器 (一个 n 维多维多重超立方体及其图)。 每个处理器最多执行一个接收操作以接收 恰好来自其相邻处理器之一的广播消息,并且在 最多一个发送操作,将广播的消息发送到 它的相邻处理器。数据广播算法可以轻松实现 转换为性能相似的人口普查算法。而且,它 显示数据广播算法可用于发送 从任何处理器 P i 到任何其他处理器的消息 多重扭曲超立方体中的 P j 不超过 L i j )+ i 通讯步骤,其中 L i j )是最短路径的长度 从 P i P j

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