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bn:03731564n
Noun Concept
Categories: Algebra, Algebraic logic, Lattice theory, Ockham algebras
EN
De Morgan algebra  Distributive i-lattice  Kleene algebra  Quasi-boolean algebra
EN
In mathematics, a De Morgan algebra is a structure A = such that: is a bounded distributive lattice, and ¬ is a De Morgan involution: ¬ = ¬x ∨ ¬y and ¬¬x = x. Wikipedia
Definitions
Relations
Sources
EN
In mathematics, a De Morgan algebra is a structure A = such that: is a bounded distributive lattice, and ¬ is a De Morgan involution: ¬ = ¬x ∨ ¬y and ¬¬x = x. Wikipedia
A bounded distributive lattice equipped with an involution (typically denoted ¬ or ~) which satisfies De Morgan's laws. Wiktionary
IS A
distributive lattice
DISCOVERER OR INVENTOR
Augustus De Morgan
NAMED AFTER
Augustus De Morgan
STUDIED BY
category theory
Wikipedia
EN
De Morgan algebra
Wikidata
EN
De Morgan algebra
Wiktionary
EN
De Morgan algebra
Wikipedia Redirections
EN
De morgan algebra, Distributive i-lattice, Kleene algebra (with involution), Quasi-boolean algebra

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