The theory of joins in relational databases
A. V. Aho, Catriel Beeri, Jeffrey D. Ullman
Abstract
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A. V. Aho, Catriel Beeri, Jeffrey D. Ullman
Abstract
Open-access reader
Answering queries in a relational database often requires that the natural join of two or more relations be computed. However, the result of a join may not be what one expects. In this paper we give efficient algorithms to determine whether the join of several relations has the intuitively expected value (is lossless ) and to determine whether a set of relations has a subset with a lossy join. These algorithms assume that all data dependencies are functional. We then discuss the extension of our techniques to the case where data dependencies are multivalued.
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Answering queries in a relational database often requires that the natural join of two or more relations be computed. However, the result of a join may not be what one expects. In this paper we give efficient algorithms to determine whether the join of several relations has the intuitively expected value (is lossless ) and to determine whether a set of relations has a subset with a lossy join. These algorithms assume that all data dependencies are functional. We then discuss the extension of our techniques to the case where data dependencies are multivalued.
Key concepts: Joins, Computer science, Join (topology), Relational database, Functional dependency, Extension (predicate logic), Lossless compression, Relational model