On a family of dendrites.
On a problem of Lelek concerning open mappings
On a question of Borsuk concerning non-continuous retracts II
On a question of Borsuk concerning non-continuous retracts I
On a shape characterization of some two-polyhedra
On a singular plane continuum
On absolute fixed-point sets
On Applications of Bing-Krasinkiewicz-Lelek Maps
We characterize Peano continua using Bing-Krasinkiewicz-Lelek maps. Also we deal with some topics on Whitney preserving maps.
On atomic mappings
On bouquets
On certain homological properties of finite-dimensional compacta. Carriers, minimal carriers and bubbles
On compact Hausdorff spaces having finitely many types of open subsets
On compact one-to-one continuous images of the real line
On compact spaces which are locally Cantor bundles
On compactifications with continua as remainders
On composants of Hausdorff continua
On composants of solenoids.
On composants of solenoids
It is proved that any two composants of any two solenoids are homeomorphic.
On composants of the bucket handle
On confluently graph-like compacta
For any class 𝒦 of compacta and any compactum X we say that: (a) X is confluently 𝒦-representable if X is homeomorphic to the inverse limit of an inverse sequence of members of 𝒦 with confluent bonding mappings, and (b) X is confluently 𝒦-like provided that X admits, for every ε >0, a confluent ε-mapping onto a member of 𝒦. The symbol 𝕃ℂ stands for the class of all locally connected compacta. It is proved in this paper that for each compactum X and each family 𝒦 of graphs, X is confluently...