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Titlebook: Complexity of Computer Computations; Proceedings of a sym Raymond E. Miller,James W. Thatcher,Jean D. Bohlin Conference proceedings 1972 Pl

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书目名称Complexity of Computer Computations
副标题Proceedings of a sym
编辑Raymond E. Miller,James W. Thatcher,Jean D. Bohlin
视频video
丛书名称The IBM Research Symposia Series
图书封面Titlebook: Complexity of Computer Computations; Proceedings of a sym Raymond E. Miller,James W. Thatcher,Jean D. Bohlin Conference proceedings 1972 Pl
描述The Symposium on the Complexity of Computer Compu­ tations was held at the IBM Thomas J. Watson Research Center in Yorktown Heights, New York, March 20-22, 1972. These Proceedings contain all papers presented at the Symposium together with a transcript of the concluding panel discussion and a comprehensive bibliography of the field. The Symposium dealt with complexity studies closely re­ lated to how computations are actually performed on computers. Although this area of study has not yet found an appropriate or generally accepted name, the area is recognizable by the signif­ icant commonality in problems, approaches, and motivations. The area can be described and delineated by examples such as the following. (1) Determining lower bounds on the number of operations or steps required for computational solutions of specific problems such as matrix and polynomial calculations, sorting and other combinatorial problems, iterative com­ putations, solving equations, and computer resource allocation. (2) Developing improved algorithms for the solution of such problems which provide good upper bounds on the number of required operations, along with experimental and v vi PREFACE theoretical
出版日期Conference proceedings 1972
关键词ACE; Area; Calc; Matrix; Watson; algorithms; complexity; computation; computer; efficiency; equation; field; for
版次1
doihttps://doi.org/10.1007/978-1-4684-2001-2
isbn_softcover978-1-4684-2003-6
isbn_ebook978-1-4684-2001-2
copyrightPlenum Press, New York 1972
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Xiaoguang Lu,Marie-Pierre Jollyontained in a module generated by t matrices, each expressible as a column-row product cr, then t multiplications are sufficient to compute AB. The search for better algorithms for AB is reduced to the decomposition of X, thus circumventing the manipulation of products which appear in the final algorithm for AB.
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https://doi.org/10.1007/978-3-319-52718-5e grid) to the solution of a linear, second order elliptic partial differential equation in a square domain. In particular, we present and analyze a new asymptotically optimal procedure for this problem. Moreover, we will show that a preconditioned form of our procedure is well-conditioned.
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Lecture Notes in Computer Sciencesing a file is a function only of the location of that file and the location of the file previously accessed. That is, associated with the set L of locations, we have a cost matrix C with c. representing the cost of accessing the file at location j immediately after visiting location i.
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Xiaoguang Lu,Marie-Pierre Jollyontained in a module generated by t matrices, each expressible as a column-row product cr, then t multiplications are sufficient to compute AB. The search for better algorithms for AB is reduced to the decomposition of X, thus circumventing the manipulation of products which appear in the final algo
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