Right-normal subsemigroup

ANALOGY: This is an analogue in [[{{{new generic context}}}]] of a property encountered in group. Specifically, it is a subsemigroup property analogous to the subgroup property: normal subgroup
View other analogues of normal subgroup | [[:Category:Analogues in {{{new generic context}}}s of subgroup properties|View other analogues in {{{new generic context}}}s of subgroup properties]] (OR,

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[[Category:Analogues in {{{new generic context}}}s of subgroup properties]]

Definition

A subsemigroup $N$ of a semigroup $S$ is termed right-normal if for all $g \in S$, $Ng \subseteq gN$.

External links

Planetmath page