Add to ORKGAbstract. We prove that every homogeneous continuum is an open retract of a non-metric homogeneous indecomposable continuum. 0. Introduction. A continuum X is indecomposable if it cannot be writ-ten as the union of two proper subcontinua. Examples of 1-dimensional ho-mogeneous indecomposable continua are the pseudo-arc and the solenoids. J. T. Rogers asked whether there is an example of a homogeneous inde-composable metric continuum of dimension greater than I (see [1]). Th
ABSTRACT. Let X be an hereditarily indecomposable continuum with a continuous decomposition G into p...
A continuum is a compact, connected, nonvoid metric space. A continuum X is homogeneous if for each ...
A continuum is a compact, connected, nonvoid metric space. A continuum X is homogeneous if for each ...
An example of an indecomposable Hausdorff continuum with exactly one composant and an example of an ...
ABSTRACT. A space is homogeneous if for each pair p, q of its points there exists a homeomorphism of...
We generalize the property of Kelley for continua to the non-metric case. Basic properties that are ...
We generalize the property of Kelley for continua to the non-metric case. Basic properties that are ...
summary:A metric continuum $X$ is said to be continuously homogeneous provided that for every two po...
We construct an example of non-metric hereditarily indecomposable continuum that has many of the pro...
AbstractWe generalize the property of Kelley for continua to the non-metric case. Basic properties t...
We construct an example of non-metric hereditarily indecomposable continuum that has many of the pro...
We explore a few topics in continuum theory from their roots. Specifically, we examine the evolution...
We generalize the property of Kelley for continua to the non-metric case. Basic properties that are ...
AbstractWe explore a few topics in continuum theory from their roots. Specifically, we examine the e...
AbstractLet X be a metric continuum, xϵX, and Y = β(X −{x}) − X. We prove that if Y is a continuum t...
ABSTRACT. Let X be an hereditarily indecomposable continuum with a continuous decomposition G into p...
A continuum is a compact, connected, nonvoid metric space. A continuum X is homogeneous if for each ...
A continuum is a compact, connected, nonvoid metric space. A continuum X is homogeneous if for each ...
An example of an indecomposable Hausdorff continuum with exactly one composant and an example of an ...
ABSTRACT. A space is homogeneous if for each pair p, q of its points there exists a homeomorphism of...
We generalize the property of Kelley for continua to the non-metric case. Basic properties that are ...
We generalize the property of Kelley for continua to the non-metric case. Basic properties that are ...
summary:A metric continuum $X$ is said to be continuously homogeneous provided that for every two po...
We construct an example of non-metric hereditarily indecomposable continuum that has many of the pro...
AbstractWe generalize the property of Kelley for continua to the non-metric case. Basic properties t...
We construct an example of non-metric hereditarily indecomposable continuum that has many of the pro...
We explore a few topics in continuum theory from their roots. Specifically, we examine the evolution...
We generalize the property of Kelley for continua to the non-metric case. Basic properties that are ...
AbstractWe explore a few topics in continuum theory from their roots. Specifically, we examine the e...
AbstractLet X be a metric continuum, xϵX, and Y = β(X −{x}) − X. We prove that if Y is a continuum t...
ABSTRACT. Let X be an hereditarily indecomposable continuum with a continuous decomposition G into p...
A continuum is a compact, connected, nonvoid metric space. A continuum X is homogeneous if for each ...
A continuum is a compact, connected, nonvoid metric space. A continuum X is homogeneous if for each ...