AbstractGeneral theorems concerning one-to-one continuous functions from connected linearly ordered spaces into Hausdorff continua are first obtained. These results are applied to a study of the structure of the arc components of chainable Hausdorff continua
Throughout this paper a continuum means a compact connected metric space. Let X be a continuum. By C...
AbstractWe study continuously irreducible continua and characterize them as those continua of type λ...
AbstractThere is a metric continuum in which every arc component is not a Borel set
AbstractGeneral theorems concerning one-to-one continuous functions from connected linearly ordered ...
AbstractK.R. Kellum has proved that a continuum is an almost continuous image of the interval [0, 1]...
ABSTRACT. A continuum is said to be continuum chainable provided that, for each pair x,y of points a...
AbstractIt is proved that if X is a rim-finite (Hausdorff) continuum then there exists a (generalize...
AbstractIt has been shown earlier by Mardešić that there exists an example of a locally connected Ha...
AbstractWe present a survey of work on the title topic. Several questions are also posed
AbstractIt is known that rim-finite and, more generally, hereditarily locally connected continua are...
AbstractWe investigate continua with the property that the cone over the continuum is homeomorphic t...
AbstractA continuum M is almost arcwise connected if each pair of nonempty open subsets of M can be ...
[EN] We show that the chainable continua (also called snake-like or arc-like)continua, are precisely...
AbstractIn this paper, we characterize one-dimensional continua in terms of graph-chains and then us...
AbstractA space X is called pseudo-contractible if there exist a mapping H:X×C→X and points a,b∈C, x...
Throughout this paper a continuum means a compact connected metric space. Let X be a continuum. By C...
AbstractWe study continuously irreducible continua and characterize them as those continua of type λ...
AbstractThere is a metric continuum in which every arc component is not a Borel set
AbstractGeneral theorems concerning one-to-one continuous functions from connected linearly ordered ...
AbstractK.R. Kellum has proved that a continuum is an almost continuous image of the interval [0, 1]...
ABSTRACT. A continuum is said to be continuum chainable provided that, for each pair x,y of points a...
AbstractIt is proved that if X is a rim-finite (Hausdorff) continuum then there exists a (generalize...
AbstractIt has been shown earlier by Mardešić that there exists an example of a locally connected Ha...
AbstractWe present a survey of work on the title topic. Several questions are also posed
AbstractIt is known that rim-finite and, more generally, hereditarily locally connected continua are...
AbstractWe investigate continua with the property that the cone over the continuum is homeomorphic t...
AbstractA continuum M is almost arcwise connected if each pair of nonempty open subsets of M can be ...
[EN] We show that the chainable continua (also called snake-like or arc-like)continua, are precisely...
AbstractIn this paper, we characterize one-dimensional continua in terms of graph-chains and then us...
AbstractA space X is called pseudo-contractible if there exist a mapping H:X×C→X and points a,b∈C, x...
Throughout this paper a continuum means a compact connected metric space. Let X be a continuum. By C...
AbstractWe study continuously irreducible continua and characterize them as those continua of type λ...
AbstractThere is a metric continuum in which every arc component is not a Borel set
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