Completely 0-simple semigroups and their associated graphs and groups.
Completely prime ideals and idempotents in mobs
Completely semisimple semigroups whose idempotents from a tree.
Completely simple congruences on Croisot-Teissier semigroups.
Completely simple semigroups of matrices.
Completions and injective hulls of E-reflexive inverse semigroups.
Completions, translational hulls and ideal extensions of inverse semigroups
Computers in semigroups.
Computing the Ideal Structure of Finite Semigroups.
Comultiplication on monoids.
Concerning congruences on symmetric inverse semigroups
Concerning restrictions of Green's H equivalence.
Conditions for strong Morita equivalence of partially ordered semigroups
We investigate when a partially ordered semigroup (with various types of local units) is strongly Morita equivalent to a posemigroup from a given class of partially ordered semigroups. Necessary and sufficient conditions for such equivalence are obtained for a series of well-known classes of posemigroups. A number of sufficient conditions for several classes of naturally ordered posemigroups are also provided.
Congruence relations on left canonic semigroups.
Congruence-free inverse semigroups.
Congruence-free regular semigroups with zero.
Congruences associated with inverse transversals.
Congruences on an inverse Bruck-Reilly monoid. Part I: Non-group congruences.
Congruences on bands of π-groups
A semigroup S is said to be completely π-regular if for any a ∈ S there exists a positive integer n such that aⁿ is completely regular. The present paper is devoted to the study of completely regular semigroup congruences on bands of π-groups.
Congruences on Bruck-Reilly extensions of monoids.