Coarse sequential convergence in groups, etc
Cofinal types of topological directed orders
We investigate the structure of the Tukey ordering among directed orders arising naturally in topology and measure theory.
Combined algebraic properties of central* sets.
Compact automorphic actions on an n-dimensional monoid with an (n-1) dimensional group of units.
Compact connected semilattices without the fixed point property.
Compact connected spaces supporting topological semigroups.
Compact normal bands of groups.
Compact Orbit-Decomposition acts.
Compact Projective Planes with Homogeneous Ovals.
Compact right uppersemicontinuous semigroups of closed sets.
Compact semilattice quotients which separate idempotent J-classes.
Compact semitopological inverse Clifford semigroups.
Compact topologically torsion elements of topological abelian groups
Compact totally disconnected k-divisible semigroups.
Compactification structure and conformal compressions of symmetric cones.
Compactifications for some semigroups using the Whyburn construction.
Compactifications of finite dimensional cones.
Compactifications of some hyperspace semigroups.
Compactifying topologised semigroups.
Compactness conditions for semigroups of linear maps.