Add to ORKGLet X be an absolute retract for the class of hereditarily unicoherent continua that contains no simple triod. In this paper we prove that (a) X is atriodic, (b) X is either an arc or an indecomposable continuum having only arcs as its proper subcontinua; (c) if X is either tree-like or circle-like, then it is arc-like
summary:Continua that are approximative absolute neighborhood retracts (AANR’s) are characterized as...
AbstractThe author has classified atriodic, homogeneous, one-dimensional continua that contain arcs—...
In this paper we investigate decomposable atriodic continua and their inverse images. We apply the r...
Let X be an absolute retract for the class of hereditarily unicoherent continua that contains no sim...
In this talk we will present old and new results, and open problems about absolute retracts for the ...
We investigate absolute retracts for hereditarily unicoherent continua, and also the continua that h...
Abstract. The following classes K of continua are studied in the paper: (hereditarily decomposable) ...
ABSTRACT. We investigate absolute retracts for classes of hereditarily unicoherent continua, tree-li...
A continuum is a compact connected metric space. A continuum X is a triod if it contains a subcontin...
AbstractIt is shown that if M is a 2-equivalent continuum which contains an arc then M is a simple c...
The following classes K of continua are studied in the paper: (hereditarily decomposable) arc-like, ...
For a hereditarily unicoherent continuum X, its kernel means the common part of all subcontinua of X...
AbstractA characterization of Cp(X), the family of subcontinua of X containing a fixed point of X, w...
We investigate absolute retracts for classes of hereditarily unicoherent continua, tree-like continu...
summary:Continua that are approximative absolute neighborhood retracts (AANR’s) are characterized as...
summary:Continua that are approximative absolute neighborhood retracts (AANR’s) are characterized as...
AbstractThe author has classified atriodic, homogeneous, one-dimensional continua that contain arcs—...
In this paper we investigate decomposable atriodic continua and their inverse images. We apply the r...
Let X be an absolute retract for the class of hereditarily unicoherent continua that contains no sim...
In this talk we will present old and new results, and open problems about absolute retracts for the ...
We investigate absolute retracts for hereditarily unicoherent continua, and also the continua that h...
Abstract. The following classes K of continua are studied in the paper: (hereditarily decomposable) ...
ABSTRACT. We investigate absolute retracts for classes of hereditarily unicoherent continua, tree-li...
A continuum is a compact connected metric space. A continuum X is a triod if it contains a subcontin...
AbstractIt is shown that if M is a 2-equivalent continuum which contains an arc then M is a simple c...
The following classes K of continua are studied in the paper: (hereditarily decomposable) arc-like, ...
For a hereditarily unicoherent continuum X, its kernel means the common part of all subcontinua of X...
AbstractA characterization of Cp(X), the family of subcontinua of X containing a fixed point of X, w...
We investigate absolute retracts for classes of hereditarily unicoherent continua, tree-like continu...
summary:Continua that are approximative absolute neighborhood retracts (AANR’s) are characterized as...
summary:Continua that are approximative absolute neighborhood retracts (AANR’s) are characterized as...
AbstractThe author has classified atriodic, homogeneous, one-dimensional continua that contain arcs—...
In this paper we investigate decomposable atriodic continua and their inverse images. We apply the r...