The Bohr Almost Periodic Functions Do Not Form a Linear Space.
The weakly almost periodic compactification: Another approach.
Minimal and distal functions on some non-Abelian groups.
Minimal and distal functions on semidirect products of groups II.
Almost periodic compactifications of direct and semidirect products
Minimal and distal functions on semidirect products of groups
The -compactification of a topologized semigroup
Almost periodic compactifications of group extensions
Let and be groups and let be an extension of by . Given a property of group compactifications, one can ask whether there exist compactifications and of and such that the universal -compactification of is canonically isomorphic to an extension of by . We prove a theorem which gives necessary and sufficient conditions for this to occur for general properties and then apply this result to the almost periodic and weakly almost periodic compactifications of .
On distal and equicontinuous compact right topological groups.
Multiplicative polynomials and Fermat's little theorem for non-primes.
Page 1