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20M99 - Group theory and generalizations :: Semigroups :: Miscellaneous
a semilattice is a commutative band
owned by
mclase
adjoining an identity to a semigroup
owned by
mclase
band
owned by
mclase
bicyclic semigroup
owned by
mclase
congruence
owned by
mclase
cyclic semigroup
owned by
mclase
examples of semigroups
owned by
CWoo
idempotent
owned by
mclase
idempotent classifications
owned by
Algeboy
identity element
owned by
mclase
identity element is unique
owned by
pahio
left identity and right identity
owned by
mclase
monoid
owned by
djao
null semigroup
owned by
mclase
polyadic semigroup
owned by
CWoo
rig
owned by
HkBst
semigroup
owned by
djao
semigroup with two elements
owned by
rspuzio
semilattice
owned by
mclase
subsemigroup of a cyclic semigroup
owned by
CWoo
subsemigroup, submonoid, and subgroup
owned by
mclase
zero elements
owned by
mclase
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