Semigroup
In mathematics, a semigroup is an algebraic structure consisting of a set together with an associative binary operation. The binary operation of a semigroup is most often denoted multiplicatively: x·y, or simply xy, denotes the result of applying the semigroup operation to the ordered pair (x, y). Associativity is formally expressed as that (x·y)·z = x·(y·z) for all x, y and z in the semigroup.
academic discipline
Wikipage disambiguates
Abelian semigroupAdjoining an identity to a semigroupFactor monoidFinite Semigroup (mathematics)Group of fractionsIdeal of a semigroupMaximal condition on congruencesMonoid theoryMultiplicative semi-groupNuclear congruenceQuotient monoidQuotient semigroupSemi-GroupSemi-groupSemiGroupSemigroup (mathematics)Semigroup congruenceSemigroup homomorphismSemigroup idealSemigroup morphismSemigroup structureSemigroup theorySemigroup with zeroSemigroupsSubsemigroup
Wikipage redirect
0.999...126 (number)3x + 1 semigroupAbelian sandpile modelAbelian semigroupAbsorbing elementAbstract algebraAbstract analytic number theoryAdditionAdian–Rabin theoremAdjoining an identity to a semigroupAdjoint functorsAlfred H. CliffordAlgebraAlgebraic structureAlgebraic theoryAlternativityAmnon PazyAnatoly MaltsevAnne C. MorelAnton SushkevichAperiodic semigroupApproximately finite-dimensional C*-algebraAscending chain conditionAssociative propertyAutomatic semigroupAvraham TrahtmanBand (algebra)Beck's monadicity theoremBicommutantBicyclic semigroupBinary operationBiordered setBoehmiansBoris M. ScheinBrandt semigroupC0-semigroupCancellation propertyCancellative semigroupCatholic semigroup
Link from a Wikipage to another Wikipage
fields
Band (mathematics)Cancellative semigroupCatholic semigroupCompact semigroupCompletely regular semigroupE-dense semigroupE-semigroupEllis–Numakura lemmaEmpty semigroupEpigroupFour-spiral semigroupInverse semigroupMonogenic semigroupMunn semigroupNull semigroupOrdered semigroupOrthodox semigroupParatopological groupRees factor semigroupSemigroup with involutionSemigroup with two elementsTopological semigroupTrivial semigroup
hypernym
primaryTopic
Semigroup
In mathematics, a semigroup is an algebraic structure consisting of a set together with an associative binary operation. The binary operation of a semigroup is most often denoted multiplicatively: x·y, or simply xy, denotes the result of applying the semigroup operation to the ordered pair (x, y). Associativity is formally expressed as that (x·y)·z = x·(y·z) for all x, y and z in the semigroup.
has abstract
Dalam matematika, semigrup ada ...... atifnya semikisi, lihat pula .
@in
Een halfgroep of semigroep is ...... en eindigetoestandsautomaten.
@nl
En matemàtiques, un semigrup é ...... ment neutre s'anomena monoide.
@ca
En mathématiques plus précisém ...... a loi est de plus commutative.
@fr
En semigrupp (även halvgrupp) ...... operationen i S respektive T.
@sv
In der Mathematik ist eine Hal ...... erallgemeinerung einer Gruppe.
@de
In matematica, un semigruppo è ...... gruppo ogni magma associativo.
@it
In mathematics, a semigroup is ...... ordered algebraic structures.
@en
Półgrupa – grupoid, czyli zbió ...... ) z samym działaniem mnożenia.
@pl
Um semigrupo pode ser definido ...... de - se existe elemento neutro
@pt
Link from a Wikipage to an external page
Wikipage page ID
page length (characters) of wiki page
Wikipage revision ID
1,016,459,081
Link from a Wikipage to another Wikipage
wikiPageUsesTemplate
hypernym
type
comment
Dalam matematika, semigrup ada ...... x, y dan z diantara semigrup.
@in
Een halfgroep of semigroep is ...... en eindigetoestandsautomaten.
@nl
En matemàtiques, un semigrup é ...... ment neutre s'anomena monoide.
@ca
En mathématiques plus précisém ...... a loi est de plus commutative.
@fr
En semigrupp (även halvgrupp) ...... operationen i S respektive T.
@sv
In der Mathematik ist eine Hal ...... erallgemeinerung einer Gruppe.
@de
In matematica, un semigruppo è ...... gruppo ogni magma associativo.
@it
In mathematics, a semigroup is ...... l x, y and z in the semigroup.
@en
Półgrupa – grupoid, czyli zbió ...... ) z samym działaniem mnożenia.
@pl
Um semigrupo pode ser definido ...... de - se existe elemento neutro
@pt
label
Demi-groupe
@fr
Duongrupo (algebro)
@eo
Halbgruppe
@de
Halfgroep
@nl
Pologrupa
@cs
Półgrupa
@pl
Semigroup
@en
Semigrup
@ca
Semigrup
@in
Semigrupo
@es