Add to ORKGAbstract. We continue the study of (p, c)-uniform domains. Special emphasis is on (p, c)-NUD sets. The ambient space is assumed to be a Hilbert space. 1
Abstract. We give necessary and sufficient conditions for a norm-compact subset of a Hilbert space t...
We prove two density theorems for quadrature domains in , . It is shown that quadrature domains are ...
In this thesis we are concerned with the uniform properties of finite sets of points in projective s...
. We continue the study of (p; c)-uniform domains. Special emphasis is on (p; c)-NUD sets. The ambie...
AbstractIn this paper, we show that complete uniform spaces can be represented domain-theoretically....
In this paper, we show that complete uniform spaces can be represented domaintheoretically. We intro...
Abstract. An m-uniform domain in Rn is, roughly, a domain such that any two maps from the i-sphere, ...
We study two metrics, the quasihyperbolic metric and the distance ratio metric of a subdomain G &...
Abstract. Suppose that E and E ′ denote real Banach spaces with dimension at least 2, that D ⊂ E and...
Abstract. Gromov introduced the concept of uniform embedding into Hilbert space and asked if ev-ery ...
Abstract. We show that if a domain Ω in a geodesic metric space is quasimöbius to a uniform domain ...
New families of uniformities are introduced on UC(X,Y)UC(X,Y), the class of uniformly continuous map...
AbstractIn this paper, we show that complete uniform spaces can be represented domain-theoretically....
Let $E$ be a real normed vector space with $\dim(E)\geq 2$, $D$ a proper subdomain of $E$. In this p...
We prove two density theorems for quadrature domains in , . It is shown that quadrature domains are ...
Abstract. We give necessary and sufficient conditions for a norm-compact subset of a Hilbert space t...
We prove two density theorems for quadrature domains in , . It is shown that quadrature domains are ...
In this thesis we are concerned with the uniform properties of finite sets of points in projective s...
. We continue the study of (p; c)-uniform domains. Special emphasis is on (p; c)-NUD sets. The ambie...
AbstractIn this paper, we show that complete uniform spaces can be represented domain-theoretically....
In this paper, we show that complete uniform spaces can be represented domaintheoretically. We intro...
Abstract. An m-uniform domain in Rn is, roughly, a domain such that any two maps from the i-sphere, ...
We study two metrics, the quasihyperbolic metric and the distance ratio metric of a subdomain G &...
Abstract. Suppose that E and E ′ denote real Banach spaces with dimension at least 2, that D ⊂ E and...
Abstract. Gromov introduced the concept of uniform embedding into Hilbert space and asked if ev-ery ...
Abstract. We show that if a domain Ω in a geodesic metric space is quasimöbius to a uniform domain ...
New families of uniformities are introduced on UC(X,Y)UC(X,Y), the class of uniformly continuous map...
AbstractIn this paper, we show that complete uniform spaces can be represented domain-theoretically....
Let $E$ be a real normed vector space with $\dim(E)\geq 2$, $D$ a proper subdomain of $E$. In this p...
We prove two density theorems for quadrature domains in , . It is shown that quadrature domains are ...
Abstract. We give necessary and sufficient conditions for a norm-compact subset of a Hilbert space t...
We prove two density theorems for quadrature domains in , . It is shown that quadrature domains are ...
In this thesis we are concerned with the uniform properties of finite sets of points in projective s...