MULTIVALUED POSITIVE BOOLEAN DEPENDENCIES BY GROUPS IN THE DATABASE MODEL OF BLOCK FORM

MULTIVALUED POSITIVE BOOLEAN DEPENDENCIES BY GROUPS IN THE DATABASE MODEL OF BLOCK FORM

The article proposed the concept of multivalue positive Boolean dependencies by groups in the database model of block form, proved the equivalence of three types derived: mdeduction by logic, mdeduction in groups by block, mdeduction in groups by block not exceeding p elements,, necessary and suffic...

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Veröffentlicht in:International journal of advanced research in computer science 2020-08, Vol.11 (4), p.6-12
1. Verfasser: Thang, Trinh Dinh
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Boolean
Boolean algebra
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description The article proposed the concept of multivalue positive Boolean dependencies by groups in the database model of block form, proved the equivalence of three types derived: mdeduction by logic, mdeduction in groups by block, mdeduction in groups by block not exceeding p elements,, necessary and sufficient conditions for a block to be a mtight representation by groups of a set of multivalue positive Boolean dependencies by groups on the block ... In addition, some properties multivalue positive Boolean dependencies by groups have been stated and proved here.
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subjects Boolean
Boolean algebra
title MULTIVALUED POSITIVE BOOLEAN DEPENDENCIES BY GROUPS IN THE DATABASE MODEL OF BLOCK FORM
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