Add to ORKGWe consider a compact metric space (X, d) such that X is a β-set (β>0). In this space, we define α-Riesz capacities and investigate the relationships between these capacities and Hausdorff measures
Some properties of the Hausdorff distance in complete metric spaces are discussed. Results obtained ...
Let K(X) be the hyperspace of a compact metric space endowed with the Hausdorff metric. We give a ge...
This paper defines the Hausdorff metric on a closed and bounded subsets compact metric space. Throug...
This paper studies Besov ρ-capacities as well as their relationship to Hausdorff measures in Ahlfors...
In this paper, we study the natural capacity γα related to the Riesz kernels x/∣x∣1 + α in ℝn, where...
SIGLEAvailable from British Library Document Supply Centre- DSC:DXN003099 / BLDSC - British Library ...
Let (X# ae) be a separable metric space and let (K(X)# ae) denote the space of non-empty compact...
Abstract. This paper studies the relative Sobolev p-capacity in proper and un-bounded doubling metri...
Let (X; ae) be a separable metric space and let (K(X); e ae) denote the space of non-empty compact s...
Abstract. The theory of Hausdorff dimension provides a general notion of the size of a set in a metr...
Let (X; ae) be a metric space, let (K(X); e ae) denote the space of nonempty compact subsets of X wi...
Abstract. We give a new estimate for the ratio of s-dimensional Hausdorff measure Hs and (radius-bas...
In this paper, after defining Hausdorff distance, the properties are described. Then, the space of c...
Let K(X) be the hyperspace of a compact metric space endowed with the Hausdorff metric. We give a ge...
In this paper, after defining Hausdorff distance, the properties are described. Then, the space of c...
Some properties of the Hausdorff distance in complete metric spaces are discussed. Results obtained ...
Let K(X) be the hyperspace of a compact metric space endowed with the Hausdorff metric. We give a ge...
This paper defines the Hausdorff metric on a closed and bounded subsets compact metric space. Throug...
This paper studies Besov ρ-capacities as well as their relationship to Hausdorff measures in Ahlfors...
In this paper, we study the natural capacity γα related to the Riesz kernels x/∣x∣1 + α in ℝn, where...
SIGLEAvailable from British Library Document Supply Centre- DSC:DXN003099 / BLDSC - British Library ...
Let (X# ae) be a separable metric space and let (K(X)# ae) denote the space of non-empty compact...
Abstract. This paper studies the relative Sobolev p-capacity in proper and un-bounded doubling metri...
Let (X; ae) be a separable metric space and let (K(X); e ae) denote the space of non-empty compact s...
Abstract. The theory of Hausdorff dimension provides a general notion of the size of a set in a metr...
Let (X; ae) be a metric space, let (K(X); e ae) denote the space of nonempty compact subsets of X wi...
Abstract. We give a new estimate for the ratio of s-dimensional Hausdorff measure Hs and (radius-bas...
In this paper, after defining Hausdorff distance, the properties are described. Then, the space of c...
Let K(X) be the hyperspace of a compact metric space endowed with the Hausdorff metric. We give a ge...
In this paper, after defining Hausdorff distance, the properties are described. Then, the space of c...
Some properties of the Hausdorff distance in complete metric spaces are discussed. Results obtained ...
Let K(X) be the hyperspace of a compact metric space endowed with the Hausdorff metric. We give a ge...
This paper defines the Hausdorff metric on a closed and bounded subsets compact metric space. Throug...