Add to ORKGReceived:22/08/2014 Accepted:28/10/2014 In this paper, we define locally chainable sets in metric space. 2000 Mathematics Subject Classification:54E45,54D05
Recently, Azam, Arshad and Beg [4] introduced the notion of cone rectangular metric spaces by replac...
We characterize π-images of locally separable metric spaces by means of covers having π-property. As...
AbstractThe paper establishes, within constructive mathematics, a full and faithful functor M from t...
A metric space (X, d) is called finitely chainable if for every epsilon > 0, there are finitely many...
Abstract. In this paper, the concept of a σ-locally countable mapping is introduced, by which the re...
ABSTRACT: Let X be a space and U be an open cover of X. Then X is U chainable if for each x E X, sf...
The notion of a sequence of sets and its convergence to a limit set in a metric space has a long his...
AbstractWe show that Lelekʼs problem on the chainability of continua with span zero is not a metric ...
Summary. This article is a continuation of [6]. We define a neighbourhood of a point and a neighbour...
Abstract. We show that if X is a Banach space without cotype, then every locally finite metric space...
Abstract. We construct a compact metric space that has any other compact metric space as a tangent, ...
We investigate under what conditions a co-recursively enumerable set S in a computable metric space ...
AbstractWe characterize two classes of metric spaces as images under a closed, finite-to-one mapping...
AbstractIn this paper we prove the existence of a universal element in the class of locally-finite d...
Lelek's conjecture which states that metric continua with span zero are chainable has been one of th...
Recently, Azam, Arshad and Beg [4] introduced the notion of cone rectangular metric spaces by replac...
We characterize π-images of locally separable metric spaces by means of covers having π-property. As...
AbstractThe paper establishes, within constructive mathematics, a full and faithful functor M from t...
A metric space (X, d) is called finitely chainable if for every epsilon > 0, there are finitely many...
Abstract. In this paper, the concept of a σ-locally countable mapping is introduced, by which the re...
ABSTRACT: Let X be a space and U be an open cover of X. Then X is U chainable if for each x E X, sf...
The notion of a sequence of sets and its convergence to a limit set in a metric space has a long his...
AbstractWe show that Lelekʼs problem on the chainability of continua with span zero is not a metric ...
Summary. This article is a continuation of [6]. We define a neighbourhood of a point and a neighbour...
Abstract. We show that if X is a Banach space without cotype, then every locally finite metric space...
Abstract. We construct a compact metric space that has any other compact metric space as a tangent, ...
We investigate under what conditions a co-recursively enumerable set S in a computable metric space ...
AbstractWe characterize two classes of metric spaces as images under a closed, finite-to-one mapping...
AbstractIn this paper we prove the existence of a universal element in the class of locally-finite d...
Lelek's conjecture which states that metric continua with span zero are chainable has been one of th...
Recently, Azam, Arshad and Beg [4] introduced the notion of cone rectangular metric spaces by replac...
We characterize π-images of locally separable metric spaces by means of covers having π-property. As...
AbstractThe paper establishes, within constructive mathematics, a full and faithful functor M from t...