Add to ORKGAbstract. In their recent work on inverse limits with upper semi-continuous bonding functions, Ingram and Mahavier give various sufficient conditions for such an inverse limit space, lim← − f, to be a continuum. Here, we present additional conditions on the bonding functions (fi) that are sufficient for the inverse limit to be a decomposable (or indecomposable) continuum. Several examples are given illustrating these results. 1
Includes bibliographical references (p. 68-69).Much is known about inverse limits of compact spaces ...
Abstract. In this paper we investigate inverse limits on [0, 1] using a single bonding map chosen fr...
We investigate inverse limits in the category \(\mathcal{CHU}\) of compact Hausdorff spaces with upp...
A continuum X is said to be decomposable if it can be written as a union of two proper subcontinua; ...
We investigate inverse limits of continua with upper semi-continuous, continuum valued bonding funct...
We explore cardinality of generalised inverse limits. Among other things we show that for any \(n\in...
We introduce and discuss various notions of the intermediate value property applicable to upper-semi...
While there is a wealth of information pertaining to inverse limits with single valued bonding maps,...
AbstractWe investigate the limit mappings between inverse limits of continua with upper semi-continu...
We investigate the limit mappings between inverse limits of continua with upper semi-continuous bond...
AbstractWe give results about the dimension of continua, obtained by combining inverse limits of inv...
Abstract. We begin to answer the question of which continua can be home-omorphic to an inverse limit...
We give results about the dimension of continua, obtained by combining inverselimits of inverse sequ...
In this paper we examine the inverse limits generated by inverse sequences on [0,1] with unimodal bo...
AbstractIn this paper we investigate inverse limits on [0, 1] using a single bonding map chosen from...
Includes bibliographical references (p. 68-69).Much is known about inverse limits of compact spaces ...
Abstract. In this paper we investigate inverse limits on [0, 1] using a single bonding map chosen fr...
We investigate inverse limits in the category \(\mathcal{CHU}\) of compact Hausdorff spaces with upp...
A continuum X is said to be decomposable if it can be written as a union of two proper subcontinua; ...
We investigate inverse limits of continua with upper semi-continuous, continuum valued bonding funct...
We explore cardinality of generalised inverse limits. Among other things we show that for any \(n\in...
We introduce and discuss various notions of the intermediate value property applicable to upper-semi...
While there is a wealth of information pertaining to inverse limits with single valued bonding maps,...
AbstractWe investigate the limit mappings between inverse limits of continua with upper semi-continu...
We investigate the limit mappings between inverse limits of continua with upper semi-continuous bond...
AbstractWe give results about the dimension of continua, obtained by combining inverse limits of inv...
Abstract. We begin to answer the question of which continua can be home-omorphic to an inverse limit...
We give results about the dimension of continua, obtained by combining inverselimits of inverse sequ...
In this paper we examine the inverse limits generated by inverse sequences on [0,1] with unimodal bo...
AbstractIn this paper we investigate inverse limits on [0, 1] using a single bonding map chosen from...
Includes bibliographical references (p. 68-69).Much is known about inverse limits of compact spaces ...
Abstract. In this paper we investigate inverse limits on [0, 1] using a single bonding map chosen fr...
We investigate inverse limits in the category \(\mathcal{CHU}\) of compact Hausdorff spaces with upp...