A Cech-Hurewicz Isomorphism Theorem for Movable Metric Compacta.
A converse to a theorem of K. Kuratowski on parametrizations of compacta on the Cantor set
A counter-example concerning quasi-homeomorphisms of compacta
A factorization lemma and its application to realization of mappings as inverse limits
A general invariant metrization theorem for compact spaces
A generalization of boundedly compact metric spaces
A metric space is called a space provided each continuous function on into a metric target space is uniformly continuous. We introduce a class of metric spaces that play, relative to the boundedly compact metric spaces, the same role that spaces play relative to the compact metric spaces.
A note on compact metric spaces as remainders.
A note on the Hurewicz isomorphism theorem in Borsuk's theory of shape
A theory of absolute proper retracts
A theory of proper shape for locally compact metric spaces
Absolute fixed-point sets in compacta
Almost convex metrics and Peano compactifications.
Almost every function is independent
An exact sequence from the nth to the (n-1)-st fundamental group
An n-dimensional compactum which remains n-dimensional after removing all Cantor n-manifolds
Another geometric proof of supercompactness of compact metric spaces
Baire-one mappings contained in a usco map
We investigate Baire-one functions whose graph is contained in the graph of a usco mapping. We prove in particular that such a function defined on a metric space with values in is the pointwise limit of a sequence of continuous functions with graphs contained in the graph of a common usco map.
Banach space valued mappings of the first Baire class contained in usco mappings
We prove that any Baire-one usco-bounded function from a metric space to a closed convex subset of a Banach space is the pointwise limit of a usco-bounded sequence of continuous functions.
Basis problems in combinatorial set theory.
Bijections of scattered spaces onto compact Hausdorff