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logical matrix

(Definition)

A logical matrix, in the finite dimensional case, is a $k$ dimensional array with entries from the Boolean domain $\mathbb{B} = \{ 0, 1 \}$ Such a matrix affords a matrix representation of a $k$ adic relation.

"logical matrix" is owned by Jon Awbrey.

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Other names:

Boolean matrix

Also defines:

logical matrix

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Cross-references: relation, matrix representation, matrix, Boolean domain, finite dimensional
There are 2 references to this entry.

This is version 2 of logical matrix, born on 2008-02-24, modified 2008-02-25.
Object id is 10330, canonical name is LogicalMatrix.
Accessed 1170 times total.

Classification:

AMS MSC:	03B10 (Mathematical logic and foundations :: General logic :: Classical first-order logic)
	03E20 (Mathematical logic and foundations :: Set theory :: Other classical set theory )
	05B20 (Combinatorics :: Designs and configurations :: Matrices )
	05B30 (Combinatorics :: Designs and configurations :: Other designs, configurations)
	05C65 (Combinatorics :: Graph theory :: Hypergraphs)
	08A02 (General algebraic systems :: Algebraic structures :: Relational systems, laws of composition)
	68P15 (Computer science :: Theory of data :: Database theory)
	68R01 (Computer science :: Discrete mathematics in relation to computer science :: General)

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