1987
DOI: 10.1145/12047.13676
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A new normal form for nested relations

Abstract: We consider nested relations whose schemes are structured as trees, called scheme trees, and introduce a normal form for such relations, called the nested normal form. Given a set of attributes U, and a set of multivalued dependencies (MVDs) M over these attributes, we present an algorithm to obtain a nested normal form decomposition of U with respect to M. Such a decomposition has several desirable properties, such as explicitly representing a set of full and embedded MVDs implied by M, and being a faithful a… Show more

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Cited by 126 publications
(91 citation statements)
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“…According to conditions 2 and 3 in Definition 3.6, NF-NR satisfies this property. Both NF in [11] and NNF in [12] satisfy this property(in the case of flat relations, they all reduce to 4NF). However, since NNF does not distinguish between FD and MVD, which usually appear in flat relations, it reduces to 4NF but does not allow the existence of any non-trivial FD.…”
Section: Property 1: Normal Form For Nested Relations Should Reduce Tmentioning
confidence: 98%
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“…According to conditions 2 and 3 in Definition 3.6, NF-NR satisfies this property. Both NF in [11] and NNF in [12] satisfy this property(in the case of flat relations, they all reduce to 4NF). However, since NNF does not distinguish between FD and MVD, which usually appear in flat relations, it reduces to 4NF but does not allow the existence of any non-trivial FD.…”
Section: Property 1: Normal Form For Nested Relations Should Reduce Tmentioning
confidence: 98%
“…By this we ensure that the undesirable anomalies are eliminated. Both NF [11] and NNF [12] satisfy this property. However, the result of decomposition might be quite different from one another.…”
Section: Property 2: a Normalized Nested Relation Can Be Represented mentioning
confidence: 99%
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