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- Semigroup_with_two_elements abstract "In mathematics, a semigroup with two elements is a semigroup for which the cardinality of the underlying set is two. There are exactly five distinct nonisomorphic semigroups having two elements: O2, the null semigroup of order two, LO2 and RO2, the left zero semigroup of order two and right zero semigroup of order two, respectively, ({0,1}, ∧) (where "∧" is the logical connective "and"), the non-null semigroup with zero of order two, also a monoid, (Z2, +2) (where Z2 = {0,1} and "+2" is "addition modulo 2"): the only group of order two.The semigroups LO2 and RO2 are antiisomorphic. O2, ({0,1}, ∧) and (Z2, +2) are commutative, LO2 and RO2 are noncommutative. LO2, RO2 and ({0,1}, ∧) are bands and also inverse semigroups.".
- Semigroup_with_two_elements wikiPageID "22717084".
- Semigroup_with_two_elements wikiPageRevisionID "598762647".
- Semigroup_with_two_elements hasPhotoCollection Semigroup_with_two_elements.
- Semigroup_with_two_elements subject Category:Algebraic_structures.
- Semigroup_with_two_elements subject Category:Semigroup_theory.
- Semigroup_with_two_elements type AlgebraicStructures.
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- Semigroup_with_two_elements type Structure104341686.
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- Semigroup_with_two_elements type YagoPermanentlyLocatedEntity.
- Semigroup_with_two_elements comment "In mathematics, a semigroup with two elements is a semigroup for which the cardinality of the underlying set is two.".
- Semigroup_with_two_elements label "Semigroup with two elements".
- Semigroup_with_two_elements sameAs m.05z_658.
- Semigroup_with_two_elements sameAs Q7449423.
- Semigroup_with_two_elements sameAs Q7449423.
- Semigroup_with_two_elements sameAs Semigroup_with_two_elements.
- Semigroup_with_two_elements wasDerivedFrom Semigroup_with_two_elements?oldid=598762647.
- Semigroup_with_two_elements isPrimaryTopicOf Semigroup_with_two_elements.