Parallel algorithms for the tree bisector problem and applications
An edge is a bisector of a simple path if it contains the middle point of the path. In this paper, efficient parallel algorithms are proposed on the EREW PRAM for the single-source and all-pairs tree bisector problems. Two O(log n) time single-source algorithms are proposed. One uses O(n) work and t...
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Published in | Proceedings of the 1999 International Conference on Parallel Processing pp. 192 - 199 |
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Main Authors | , , , , |
Format | Conference Proceeding |
Language | English |
Published |
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1999
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Abstract | An edge is a bisector of a simple path if it contains the middle point of the path. In this paper, efficient parallel algorithms are proposed on the EREW PRAM for the single-source and all-pairs tree bisector problems. Two O(log n) time single-source algorithms are proposed. One uses O(n) work and the other uses O(nlog n) work. The one using O(n) work is more efficient but only applicable to unweighted trees. One all-pairs parallel algorithm is proposed. It requires O(log n) time using O(n/sup 2/) work. |
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AbstractList | An edge is a bisector of a simple path if it contains the middle point of the path. In this paper, efficient parallel algorithms are proposed on the EREW PRAM for the single-source and all-pairs tree bisector problems. Two O(log n) time single-source algorithms are proposed. One uses O(n) work and the other uses O(nlog n) work. The one using O(n) work is more efficient but only applicable to unweighted trees. One all-pairs parallel algorithm is proposed. It requires O(log n) time using O(n/sup 2/) work. |
Author | Shan-Chyun Ku Ting-Kai Hung Biing-Feng Wang Keng-Hua Shi Pei-Sen Liu |
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Snippet | An edge is a bisector of a simple path if it contains the middle point of the path. In this paper, efficient parallel algorithms are proposed on the EREW PRAM... |
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SubjectTerms | Application software Computer industry Computer science Joining processes Parallel algorithms Phase change random access memory |
Title | Parallel algorithms for the tree bisector problem and applications |
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