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Partial algebra

In abstract algebra, a partial algebra is a pair <A, P> where A is a set and P is a collection of partial operations on A. In universal algebra, when P consists of operations that are defined on all arguments taken from A, then the algebra is a total algebra. Frequently the adjective total is omitted when there are no partial operations.

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Partial algebra

Nodes16
Edges15
Triples12
Avg. degree1.88
Density0.125
Components1

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Partial algebra

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related to Further reading · 11
Partial algebra → Akademie-Verlag, Cite, CiteSeerX, Clarendon Press, Horst Reichel, Initial, ISBN, Model Theoretic Oriented Approach, Partial Algebras, Peter Burmeister, Structural
is a · 1
Partial algebra → pair

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partial operations algebras algebra total relational pair set case example systems closed operation may finitary relations system horst reichel abstract

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SubjectPredicateObjectConfidenceSrc
Partial algebrais apair0.90text
Partial algebrarelated to Further readingPeter Burmeister0.60section
Partial algebrarelated to Further readingModel Theoretic Oriented Approach0.60section
Partial algebrarelated to Further readingPartial Algebras0.60section
Partial algebrarelated to Further readingCiteSeerX0.60section
Partial algebrarelated to Further readingCite0.60section
Partial algebrarelated to Further readingHorst Reichel0.60section
Partial algebrarelated to Further readingStructural0.60section
Partial algebrarelated to Further readingAkademie-Verlag0.60section
Partial algebrarelated to Further readingInitial0.60section
Partial algebrarelated to Further readingClarendon Press0.60section
Partial algebrarelated to Further readingISBN0.60section

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