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Compiling And Algebraic Semantics

Using category theory to design implicit conversions and generic operators

John C. Reynolds1

(1)  Syracuse University, Syracuse, New York
Abstract
A generalization of many-sorted algebras, called category-sorted algebras, is defined and applied to the language-design problem of avoiding anomalies in the interaction of implicit conversions and generic operators. The definition of a simple imperative language (without any binding mechanisms) is used as an example.
Work supported by National Science Foundation Grant MCS 75-22002.
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