New posts in semigroups

A cyclic subsemigroup of a semigroup S that is a group

The number of esquares of idempotents in the rank 2 $\mathcal{D}$-class of $M_n(\mathbb{Z}_2)$.

If $\forall a,b \in G, \exists x \in G: a * x = b$ and $\forall a,b \in G, \exists x \in G: x * a = b$ then $G$ is a group

What does it mean when people say that groups are a study of symmetry?

Show that a semigroup with $aS \cup \{a\} = bS \cup \{b\}$ and $Sa \cup \{a\} = Sb \cup \{b\}$ is a group

infinite monoid H that is not a free monoid and contains a free monoid as a submonoid [closed]

Partition of $\mathbb{R}^+$ into two semigroups

Is this structure a group?

Why is the free monoid free?

Terminology for semigroups where every element is a product

Cayley tables and associativity [duplicate]

Help me prove equivalently of regular semigroup and group.

Chebyshev polynomials semigroup property $T_n \circ T_m = T_{nm}$

Semigroups and solutions of equation

What are the subsemigroups of $(\mathbb N,+)?$

Semigroup analogue to the classification of finite simple groups?

Probs. 12 & 13 , Sec. 2.3, in Herstein's TOPICS IN ALGEBRA, 2nd ed: Existence of only right-sided identity and right-sided inverses suffice

Proving this non-empty set and binary operation is a group [duplicate]

clarification on the definition of meaningful product

Can we extend the definition of a homomorphism to binary relations?