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Improved one-to-all broadcasting algorithms on faulty SIMD hypercubes

机译:故障SIMD超立方体上的改进的一对多广播算法

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Consider an n-dimensional SIMD hypercube H_n with [3n/2} - 1 faulty nodes. With n + 3 log(n - 1) + 7, n + 2 log(n - 1) + 9, n + log(n - 1) + O(log log(n - 1)), n + log(n - 1) + 12, and n + 19 steps, this paper presents some one-to-all broadcasting algorithms on the faulty SIMD H_n. The sequence of dimensions used for broadcasting in each algorithm is the same regardless of which node is the source. The proposed one-to-all broadcasting algorithms can tolerate [n/2] more faulty nodes than Raghavendra and Sridhar's algorithms (J. Parallel Distrb. Comput. 35 (1996) 57) although 8 extra steps are needed. The fault-tolerance improvement of this paper is about 50%.
机译:考虑一个具有[3n / 2}-1个故障节点的n维SIMD超立方体H_n。使用n + 3 log(n-1)+ 7,n + 2 log(n-1)+ 9,n + log(n-1)+ O(log log(n-1)),n + log(n -1)+ 12和n + 19步,本文介绍了故障SIMD H_n上的一些广播算法。不管源是哪个节点,每种算法中用于广播的维数顺序都是相同的。尽管需要额外的8个步骤,但与Raghavendra和Sridhar的算法(J. Parallel Distrb。Comput。35(1996)57)相比,拟议的一对多广播算法可以容忍[n / 2]个故障节点。本文的容错性提高了约50%。

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