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This paper presents a deterministic sorting algorithm, called Sharesort, that sorts n records on an n-processor hypercube, shuffle-exchange, or cube-connected cycles in O(log n(log log n)2) time in the worst case. The algorithm requires only a constant amount of storage at each processor. The fastest previous deterministic algorithm for this problem was Batcher's bitonic sort, which runs in O(log2 n) time. © 1993.
Tong Zhang, G.H. Golub, et al.
Linear Algebra and Its Applications
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