Pipelines for Divide-and-Conquer Functions
نویسندگان
چکیده
منابع مشابه
Divide-and-conquer Generating Functions Elementary Sequences
Divide-and-conquer functions satisfy equations in F(z), F(z2), F(z4) . . .. Their generated sequences are mainly used in computer science, and they were analyzed pragmatically, that is, now and then a sequence was picked out for scrutiny. By giving several classes of ordinary generating functions togetherwith recurrences, we hope to helpwith the analysis of many such sequences, and try to class...
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We propose a divide-and-conquer algorithm for computing arbitrary functions of upper triangular matrices, which requires approximately the same number of arithmetic operations as Parlett’s algorithm. However, the new algorithm has better performance on computers with two levels of memory due to its block structure and thus, less memory-cache traffic requirements. Like Parlett’s algorithm, the n...
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An instance of the given problem is divided into easier instances of the same problem, which are solved recursively and then combined to create a solution to the original instance. Of course, divide and conquer is not suitable for every problem. A divide and conquer approach will only work if the problem is easily divided into a small number of easier sub-problems, and the solution to the entir...
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The Iterative Multi-Agent (IMA) Method works by breaking down a search problem into many sub-problems, each to be solved separately. Independent problem solving agents work on the sub-problems and use iteration to handle any interaction between the sub-problems. Each agent knows about a subset of the whole problem and cannot solve it all by itself. The agents, working in parallel, can use any m...
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Three 'killer genes' in one species of fission yeast act selfishly and keep it reproductively isolated from a closely related species.
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ژورنال
عنوان ژورنال: The Computer Journal
سال: 1993
ISSN: 0010-4620,1460-2067
DOI: 10.1093/comjnl/36.3.254