Baer-Stone semigroups.
Balanced order relations on completely simple semigroups.
Band decomposition of weakly exponential semigroups.
Band of t-archimedean semigroups.
Bands of nil-extensions of right simple semigroups.
Bands of power-joined semigroups.
Bands of unipotent monoids.
Bases for certain varieties of completely regular semigroups
Completely regular semigroups equipped with the unary operation of inversion within their maximal subgroups form a variety, denoted by . The lattice of subvarieties of is denoted by . For each variety in an -subsemilattice of , we construct at least one basis of identities, and for some important varieties, several. We single out certain remarkable types of bases of general interest. As an application for the local relation , we construct -classes of all varieties in . Two figures illustrate...
Basic study of ...-semigroups and their homomorphisms.
Basic study of ....-semigroups and their homomorphisms II.
Bilateral semidirect products of transformation semigroups.
Biordered sets and complemented modular lattices.
Biordered sets of bands.
Bisimple left inverse semigroups.
Bisimple semigroups with idempotents well-ordered.
Bistable orderings on a certain class of semigroups.
Borel semigroups and probabilities.
Building semigroups from groups (and reduced semigroups).