Paracompactness in ordered spaces
Paracompactness in the class of closed images of GO-spaces
Partial confluence of maps onto graphs and inverse limits of single graphs
Partial order and collapsibility of 2-complexes
Partially ordered sets with projections and their topology [Book]
Partitions of compact Hausdorff spaces
Under the assumption that the real line cannot be covered by -many nowhere dense sets, it is shown that (a) no Čech-complete space can be partitioned into -many closed nowhere dense sets; (b) no Hausdorff continuum can be partitioned into -many closed sets; and (c) no compact Hausdorff space can be partitioned into -many closed -sets.
Peano compactifications and property S metric spaces.
Period structure for pointwise periodic isometries of continua
Periodic homeomorphisms of chainable continua
Periodic homeomorphisms on T-like continua
Planar rational compacta
In this paper we consider rational subspaces of the plane. A rational space is a space which has a basis of open sets with countable boundaries. In the special case where the boundaries are finite, the space is called rim-finite.
Plane indecomposable continua no composant of which is accessible at more than one point
Polouspořádané lineární prostory
Preference numbers and funnel dimension
Pressing Down Lemma for -trees and its applications
For any ordinal of uncountable cofinality, a -tree is a tree of height such that for each , where . In this note we get a Pressing Down Lemma for -trees and discuss some of its applications. We show that if is an uncountable ordinal and is a Hausdorff tree of height such that for each , then the tree is collectionwise Hausdorff if and only if for each antichain and for each limit ordinal with , is not stationary in . In the last part of this note, we investigate some...
Primitive words and spectral spaces.
Příspěvek k teorii dimense
Problems 44 and 39 on compact semilattices.
Product theorems for the D-dimension in non-metrizable spaces
Products of hereditarily indecomposable continua are 2-connected