A note on the Bohr compactification.
A note on the least element map
A pseudo-interior of
A remark on R. G. Woods' paper "The minimum uniform compactification of a metric space" (Fund. Math. 147 (1995), 39–59)
A question raised in R. G. Woods' paper has a simple solution.
A remark on -regular spaces.
A short proof of Parovičenko's theorem
A short proof of ß(G.. {1}) = G for non-metrizable compact groups.
A somewhat surprising subspace of
A SURVEY OF SEMIGROUPS OF CONTINUOUS SELFMAPS.
A theorem of Stone-Čech type, and a theorem of Tychonoff type, without the axiom of choice; and their realcompact analogues
A theorem on mappings
A theory of absolute proper retracts
A topological property of beta(N).
A type of βN with relative types
A weakly pseudocompact subspace of Banach space is weakly compact
About remainders in compactifications of homogeneous spaces
We prove a dichotomy theorem for remainders in compactifications of homogeneous spaces: given a homogeneous space , every remainder of is either realcompact and meager or Baire. In addition we show that two other recent dichotomy theorems for remainders of topological groups due to Arhangel’skii cannot be extended to homogeneous spaces.
Absolute points in
Addition and subspace theorems for asymptotic large inductive dimension
We prove the addition and subspace theorems for asymptotic large inductive dimension. We investigate a transfinite extension of this dimension and show that it is trivial.
Alcune caratterizzazioni di una sottoalgebra di e compattificazioni ad essa associate