Add to ORKGEste documento define la métrica de Hausdorff en subconjuntos cerrados y acotados de un espacio métrico compacto. A lo largo de éste se indagan algunas propiedades topológicas como completes y totalmente acotado, Se presentan dos definiciones de la métrica de Hausdorff que son equivalentes y por último se muestra que el espacio inducido de Hausdorff es totalmente acotado y completo.This document defines the metric of Hausdorff in closed and bounded subsets of a compact metric space. Throughout this some topological properties as complete and totally bounded are queried, two definitions of the Hausdorff metric equivalents are shown and finally induced the Hausdorff space is totally bounded and complete are presented
We give seven necessary and sucient conditions for a metric space to be com-plete
In this paper we use the Hausdorff metric to prove that two compact metric spaces are homeomorphic i...
In this article, we mainly formalize in Mizar [2] the equivalence among a few compactness definition...
This paper defines the Hausdorff metric on a closed and bounded subsets compact metric space. Throug...
The goal of this thesis is to discuss the Hausdorff Distance and prove that the metric space SX , w...
Some properties of the Hausdorff distance in complete metric spaces are discussed. Results obtained ...
Some properties of the Hausdorff distance in complete metric spaces are discussed. Results obtained ...
In this paper, after defining Hausdorff distance, the properties are described. Then, the space of c...
In this paper, after defining Hausdorff distance, the properties are described. Then, the space of c...
for both complete metric spaces and locally compact Hausdorff [1] spaces. The general idea of metric...
In this paper we will show some new results about extended b- metric space. Given an extended b-metr...
Abstract. Two equivalent metrics can be compared, with respect to their uniform properties, in sever...
In this paper we prove that in the set of all nonempty bounded closed subsets of a metric space (Χ, ...
Let (X# ae) be a separable metric space and let (K(X)# ae) denote the space of non-empty compact...
SIGLEAvailable from British Library Document Supply Centre- DSC:DXN003099 / BLDSC - British Library ...
We give seven necessary and sucient conditions for a metric space to be com-plete
In this paper we use the Hausdorff metric to prove that two compact metric spaces are homeomorphic i...
In this article, we mainly formalize in Mizar [2] the equivalence among a few compactness definition...
This paper defines the Hausdorff metric on a closed and bounded subsets compact metric space. Throug...
The goal of this thesis is to discuss the Hausdorff Distance and prove that the metric space SX , w...
Some properties of the Hausdorff distance in complete metric spaces are discussed. Results obtained ...
Some properties of the Hausdorff distance in complete metric spaces are discussed. Results obtained ...
In this paper, after defining Hausdorff distance, the properties are described. Then, the space of c...
In this paper, after defining Hausdorff distance, the properties are described. Then, the space of c...
for both complete metric spaces and locally compact Hausdorff [1] spaces. The general idea of metric...
In this paper we will show some new results about extended b- metric space. Given an extended b-metr...
Abstract. Two equivalent metrics can be compared, with respect to their uniform properties, in sever...
In this paper we prove that in the set of all nonempty bounded closed subsets of a metric space (Χ, ...
Let (X# ae) be a separable metric space and let (K(X)# ae) denote the space of non-empty compact...
SIGLEAvailable from British Library Document Supply Centre- DSC:DXN003099 / BLDSC - British Library ...
We give seven necessary and sucient conditions for a metric space to be com-plete
In this paper we use the Hausdorff metric to prove that two compact metric spaces are homeomorphic i...
In this article, we mainly formalize in Mizar [2] the equivalence among a few compactness definition...