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Synergy in parallel algorithms
Parallel Computing, 1987zbMATH Open Web Interface contents unavailable due to conflicting licenses.
Michael E. Henderson +1 more
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2010
Robust and efficient parallel numerical algorithms and their implementation in easy-to-use portable software components are crucial for computational science and engineering applications. They are strongly influenced by the remarkable progress in the development of parallel computer systems.
Amestoy P +4 more
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Robust and efficient parallel numerical algorithms and their implementation in easy-to-use portable software components are crucial for computational science and engineering applications. They are strongly influenced by the remarkable progress in the development of parallel computer systems.
Amestoy P +4 more
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Structuring of Parallel Algorithms
Journal of the ACM, 1968The structuring of algorithms suitable for execution on parallel processors is discussed. Two examples of such algorithms are given. The first example exhibits a restructuring of Bellman's dynamic programming technique; the second presents a method of parsing MAD-type statements in parallel.
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Parallel clustering algorithms
Parallel Computing, 1989zbMATH Open Web Interface contents unavailable due to conflicting licenses.
Xiaobo Li 0001, Zhixi Fang
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A Parallel Quicksort Algorithm
Journal of Parallel and Distributed Computing, 1993Abstract An optimal parallel version of quicksort, pquicksort, is presented and analyzed. The algorithm is designed for a p-processor MIMD (multiple instruction, multiple data) machine with shared memory and is an exclusive read, exclusive write algorithm.
Theodore Brown, Renbing Xiong
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Proceedings of The Fourth International C* Conference on Computer Science and Software Engineering, 2011
The LLL algorithm is a well-known and widely used lattice basis reduction algorithm. In many applications, its speed is critical. Parallel computing can improve speed. However, the original LLL is sequential in nature. In this paper, we present a multi-threading LLL algorithm based on a recently improved version: an LLL algorithm with delayed size ...
Yixian Luo, Sanzheng Qiao
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The LLL algorithm is a well-known and widely used lattice basis reduction algorithm. In many applications, its speed is critical. Parallel computing can improve speed. However, the original LLL is sequential in nature. In this paper, we present a multi-threading LLL algorithm based on a recently improved version: an LLL algorithm with delayed size ...
Yixian Luo, Sanzheng Qiao
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Parallelization of scheduling algorithms
Proceedings Second International Symposium on Parallel Architectures, Algorithms, and Networks (I-SPAN'96), 2002Most static scheduling algorithms that schedule parallel programs represented by directed acyclic graphs (DAGs) are sequential. Parallelization of scheduling algorithms is a new research area. This paper discusses the essential issues of parallel static scheduling and presents an efficient parallel scheduling algorithm, the HPMCP algorithm.
Min-You Wu, Wei Shu
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Parallel algorithms and architectures
Computer Physics Communications, 1989Abstract In this paper we consider some of the central issues involved in the design of parallel algorithms. We describe several efficient algorithms for idealised shared memory architectures and draw some conclusions as to what would be required to implement them on a realistic physical architecture, i.e. one with distributed memory.
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1984
Publisher Summary This chapter presents a survey on various parallel sorting algorithms. Sorting is a nontrivial problem and has widespread commercial and business applications. Serial algorithms for sorting have been available since the days of punched-card machines. At present, there is a considerable body of literature on serial sorting algorithms.
S. Lakshmivarahan +2 more
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Publisher Summary This chapter presents a survey on various parallel sorting algorithms. Sorting is a nontrivial problem and has widespread commercial and business applications. Serial algorithms for sorting have been available since the days of punched-card machines. At present, there is a considerable body of literature on serial sorting algorithms.
S. Lakshmivarahan +2 more
openaire +1 more source