Titlebook: Algebraic Approaches to Program Semantics; Ernest G. Manes,Michael A. Arbib Book 1986 Springer Science+Business Media New York 1986 Boolea

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Takashi Hoshiba,Naoki Kawazoe,Guoping Chenprior to the computer age. Here, the art of separating out “improper” recursive definitions was regarded as but one of the many skills necessary to write correct mathematics. But modern computer languages allow recursive specification to be expressed directly. Since the implementation of a programmi

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Decent Work and Economic Growth. followed by a list). But the parenthetical explication just given works only in ., whereas the specification works in any category in which polynomial functors have least fixed points. In this sense . is a “parameter” for the “lists-of-” specifier. The specific parameter . may itself arise from an

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Decent Work and Economic Growths of data types which arise as many-sorted algebras. An “equational specification” for a data type posits a many-sorted algebraic structure subject to a finite set of equations. What is attractive about this idea is that equational specifications are easily formalized within programming languages an

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Order Semantics of Data Typestics in which every data type is a domain and every computed function is continuous. We provide a critique of these basic assumptions in Section 1, but then proceed to develop an introduction to this theory of ordered semantics in the remaining sections.

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Algebraic Approaches to Program Semantics978-1-4612-4962-7Series ISSN 0172-603X Series E-ISSN 2512-5486