Add to ORKGWe investigate doubling conditions defined in terms of measurable bounded sets and find a simple characterization of quasisymmetrically thick Cantor sets on the line
We define the Cantor-type set E first, and then the Besicovitch subset Bp of E. We mainly show the d...
Abstract. This paper studies regularity of perimiter quasimin-imizing sets in metric measure spaces ...
Abstract. The concept of an H-chain set in a doubling space X, which generalizes that of a Holder do...
We investigate doubling conditions defined in terms of measurable bounded sets and find a simple cha...
We investigate doubling conditions defined in terms of measurable bounded sets and find a simple cha...
We investigate doubling conditions defined in terms of measurable bounded sets and find a simple cha...
AbstractFor a large class of Cantor sets on the real-line, we find sufficient and necessary conditio...
AbstractFor a large class of Cantor sets on the real-line, we find sufficient and necessary conditio...
AbstractA criterion that X carries only purely atomic doubling measures and a criterion that X does ...
We characterize metric spaces that are coarsely equivalent to the macro-Cantor set $2^{<\mathbb N...
We show that the class of strong doubling measures depends essentially on the parameter t, and that ...
We show that the class of strong doubling measures depends essentially on the parameter t, and that ...
We prove some results in set theory as applied to general topology and model theory. In particular, ...
In this chapter we study for which Cantor sets there exists a gauge-function h, such that the h−Haus...
We define the Cantor-type set E first, and then the Besicovitch subset Bp of E. We mainly show the d...
We define the Cantor-type set E first, and then the Besicovitch subset Bp of E. We mainly show the d...
Abstract. This paper studies regularity of perimiter quasimin-imizing sets in metric measure spaces ...
Abstract. The concept of an H-chain set in a doubling space X, which generalizes that of a Holder do...
We investigate doubling conditions defined in terms of measurable bounded sets and find a simple cha...
We investigate doubling conditions defined in terms of measurable bounded sets and find a simple cha...
We investigate doubling conditions defined in terms of measurable bounded sets and find a simple cha...
AbstractFor a large class of Cantor sets on the real-line, we find sufficient and necessary conditio...
AbstractFor a large class of Cantor sets on the real-line, we find sufficient and necessary conditio...
AbstractA criterion that X carries only purely atomic doubling measures and a criterion that X does ...
We characterize metric spaces that are coarsely equivalent to the macro-Cantor set $2^{<\mathbb N...
We show that the class of strong doubling measures depends essentially on the parameter t, and that ...
We show that the class of strong doubling measures depends essentially on the parameter t, and that ...
We prove some results in set theory as applied to general topology and model theory. In particular, ...
In this chapter we study for which Cantor sets there exists a gauge-function h, such that the h−Haus...
We define the Cantor-type set E first, and then the Besicovitch subset Bp of E. We mainly show the d...
We define the Cantor-type set E first, and then the Besicovitch subset Bp of E. We mainly show the d...
Abstract. This paper studies regularity of perimiter quasimin-imizing sets in metric measure spaces ...
Abstract. The concept of an H-chain set in a doubling space X, which generalizes that of a Holder do...