Algebraic constructions for algorithms (Extended Abstract)

S. Winograd
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引用次数: 1

Abstract

In the last decade or so there has been an out-growth of research in algebraic complexity of computations which showed how to derive algorithms systematically. One of the features of these derivation is their reliance on algebraic and symbolic constructions. I would like, in this paper, to survey some of the symbolic and algebraic constructions which are used, and then draw some conclusions on the implications of this development for symbol manipulation systems. Let me start by sketching some of these derivations.
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算法的代数构造(扩展摘要)
在过去十年左右的时间里,在代数计算复杂性方面的研究有了一个增长,它展示了如何系统地推导算法。这些推导的特征之一是它们依赖于代数和符号结构。我想,在本文中,调查一些符号和代数结构的使用,然后得出一些结论,这一发展对符号操作系统的影响。我先来画一下这些推导。
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