There are two implication problems for functional dependencies and inclusion dependencies: general implication and finite implication. Given a set of dependencies Σ ∪ {σ}, the problems are to determine whether σ holds in all databases satisfying Σ or all finite databases satisfying Σ. Contrary to the possibility suggested in Casanova, Fagin, and Papadimitriou (“Proceedings, 1st ACM Conf. on Principles of Database System,” pp. 171–176, 1982), there is a natural, complete axiom system for general implication. However, a simple observation shows that both implication problems are recursively unsolvable. It follows that there is no recursively enumerable set of axioms for finite implication
The implication of multivalued dependencies (MVDs) in relational databases has originally been defin...
Abstract: An equivalence is shown between functional dependency statements of a relational database,...
Abstract: We study inference systems of weak functional dependencies in relational and complex-value...
There are two implication problems for functional dependencies and inclusion dependencies: general i...
AbstractInclusion dependencies, or INDs (which can say, for example, that every manager is an employ...
Inclusion dependencies, or INDs (which can say, for example, that every manager is an employee) are ...
Inclusion dependencies, or INDs (which can say, for example, that every manager is an employee) are ...
ABSTRACT: Inclusion dependencies, or INDs (which can say, for example, that every manager is an empl...
The implication problem is the problem of deciding whether a given set of dependencies implies or e...
We present a complete finite axiomatization of the unrestricted implication problem for inclusion an...
Inclusion dependencies are one of the most important database constraints. In isolation their finite...
AbstractThe class of typed template dependencies is a class of data dependencies that includes embed...
Virtually all semantic or object-oriented data models assume that objects have an identity separate ...
AbstractVirtually all semantic or object-oriented data models assume that objects have an identity s...
Abstract. We study inference systems for the combined class of func-tional and full hierarchical dep...
The implication of multivalued dependencies (MVDs) in relational databases has originally been defin...
Abstract: An equivalence is shown between functional dependency statements of a relational database,...
Abstract: We study inference systems of weak functional dependencies in relational and complex-value...
There are two implication problems for functional dependencies and inclusion dependencies: general i...
AbstractInclusion dependencies, or INDs (which can say, for example, that every manager is an employ...
Inclusion dependencies, or INDs (which can say, for example, that every manager is an employee) are ...
Inclusion dependencies, or INDs (which can say, for example, that every manager is an employee) are ...
ABSTRACT: Inclusion dependencies, or INDs (which can say, for example, that every manager is an empl...
The implication problem is the problem of deciding whether a given set of dependencies implies or e...
We present a complete finite axiomatization of the unrestricted implication problem for inclusion an...
Inclusion dependencies are one of the most important database constraints. In isolation their finite...
AbstractThe class of typed template dependencies is a class of data dependencies that includes embed...
Virtually all semantic or object-oriented data models assume that objects have an identity separate ...
AbstractVirtually all semantic or object-oriented data models assume that objects have an identity s...
Abstract. We study inference systems for the combined class of func-tional and full hierarchical dep...
The implication of multivalued dependencies (MVDs) in relational databases has originally been defin...
Abstract: An equivalence is shown between functional dependency statements of a relational database,...
Abstract: We study inference systems of weak functional dependencies in relational and complex-value...