Work-time optimal k-merge algorithms on the PRAM

Tatsuya Hayashi, K. Nakano, S. Olariu
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引用次数: 12

Abstract

The k-merge problem, given a collection of k, (2/spl les/k/spl les/n), sorted sequences of total length a asks to merge them into a new sorted sequence. The main contribution of the work is to propose simple and intuitive work-time optimal algorithms for the k-merge problem on two PRAM models. Specifically their k-merge algorithms perform O(nlogk) work and run in O(log n) time on the EREW-PRAM and in O (log log n+log k) time on the CREW-PRAM, respectively.
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PRAM上工作时间最优k-归并算法
k-归并问题,给定一个k的集合,(2/spl les/k/spl les/n),总长度为a的有序序列,要求将它们归并成一个新的有序序列。该工作的主要贡献是针对两个PRAM模型的k-归并问题提出了简单直观的工作时间最优算法。具体来说,它们的k-归并算法分别在eew - pram和CREW-PRAM上执行O(nlogk)的工作,运行时间分别为O(log n)和O(log n+log k)。
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