Type extension through polymorphism

Author:

Burton F. Warren1

Affiliation:

1. Department of Computer Science, 3190 MEB, University of Utah, Salt Lake City, UT

Abstract

A record data type can be extended by addition of more fields. The extended type is a subtype of the original, in that any value of the extended type can be regarded as a value of the original type by ignoring the additional fields. This results in a type hierarchy. Milner [3] has proposed a polymorphic type system. With the Milner approach, the type of a function may contain type variables. This also results in a type hierarchy. In a language with a polymorphic type system, if it is anticipated that a record type will need to be extended, then the record type can be defined to have a dummy extension field . In the parent type, the extension field will have null contents of type void . The type of the extension field can differ with different subtypes. The approach can be extended to allow a type to be subtype of two or more parent types. To a limited extent, this approach can be used in Ada and other languages with generic program units.

Publisher

Association for Computing Machinery (ACM)

Subject

Software

Reference7 articles.

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2. ML with extended pattern matching and subtypes

3. A theory of type polymorphism in programming

4. Lecture Notes in Computer Science 201, J.-P;TURNER D.A.,1985

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