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SQL and Relational Theory, 2nd Edition
book

SQL and Relational Theory, 2nd Edition

by C.J. Date
December 2011
Intermediate to advanced
444 pages
15h 10m
English
O'Reilly Media, Inc.
Content preview from SQL and Relational Theory, 2nd Edition

CHAPTER 2

2.1 A type is a named, finite set of values—all possible values of some specific kind: for example, all possible integers, or all possible character strings, or all possible supplier numbers, or all possible XML documents, or all possible relations with a certain heading (etc., etc.). There’s no difference between a domain and a type. Note: SQL does draw a distinction between domains and types, however. In particular, it supports both a CREATE TYPE statement and a CREATE DOMAIN statement. To a first approximation, CREATE TYPE is SQL’s counterpart to the TYPE statement of Tutorial D, which I’ll be discussing in Chapter 8 (though there are many, many differences, not all of them trivial in nature, between the two). CREATE DOMAIN might be regarded, very charitably, as SQL’s attempt to provide a tiny part of the total functionality of CREATE TYPE (it was introduced in SQL:1992, while CREATE TYPE wasn’t introduced until SQL:1999); now that CREATE TYPE exists, there seems little reason to use, or even support, CREATE DOMAIN at all.

2.2 Every type has at least one associated selector; a selector is an operator that allows us to select, or specify, an arbitrary value of the type in question. Let T be a type and let S be a selector for T; then every value of type T must be returned by some successful invocation of S, and every successful invocation of S must return some value of type T. See Chapter 8 for further discussion. Note: Selectors are provided “automatically” in Tutorial ...

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Publisher Resources

ISBN: 9781449319724Errata Page