We give a new notion of a complete uniform spread in terms of a relative kind of uniform local connectedness. Properties of this type of (uniform) connectedness are discussed. It is also shown that our concept of complete spread is equivalent to that of Hunt (1982)
Abstract. A k-graph G(k) on vertex set [n] = {1,..., n} is said to be (ρ, ζ)-uniform if every S ⊆ [...
We examine Fourier frames and, more generally, frame measures for different probability measures. We...
In this note we present a new treatment of the pointfree version of the semicontinuous quasi-uniform...
We discuss a point free analog of the topological fact that every uniformly continuous function on...
We study the uniform connection properties of uniform local connectedness, a weaker variant of the l...
Partial frames provide a rich context in which to do pointfree structured and unstructured topology....
We introduce the notion of uniform paracompactness to uniform frames and give several characterisati...
AbstractA metric space X is straight if for each finite cover of X by closed sets, and for each real...
In this paper we present a theory of quasi-uniformities for frames in terms of entourage that is, sp...
A metric space X is straight if for each finite cover of X by closed sets, and for each real valued ...
Abstract. We have shown [2, 4] that complete spreads (with a locally connected domain) over a bounde...
AbstractThe vital role played by the cozero part of a completely regular, and hence uniformizable, f...
Throughout this paper uniformity will mean separated diagonal uniformity and proximity will mean sep...
In pointfree topology, the notion of uniformity in the form of a system of covers was introduced by ...
ABSTRACT: It is well known that a locale is subfit iff each of its open sublocales is a join of clos...
Abstract. A k-graph G(k) on vertex set [n] = {1,..., n} is said to be (ρ, ζ)-uniform if every S ⊆ [...
We examine Fourier frames and, more generally, frame measures for different probability measures. We...
In this note we present a new treatment of the pointfree version of the semicontinuous quasi-uniform...
We discuss a point free analog of the topological fact that every uniformly continuous function on...
We study the uniform connection properties of uniform local connectedness, a weaker variant of the l...
Partial frames provide a rich context in which to do pointfree structured and unstructured topology....
We introduce the notion of uniform paracompactness to uniform frames and give several characterisati...
AbstractA metric space X is straight if for each finite cover of X by closed sets, and for each real...
In this paper we present a theory of quasi-uniformities for frames in terms of entourage that is, sp...
A metric space X is straight if for each finite cover of X by closed sets, and for each real valued ...
Abstract. We have shown [2, 4] that complete spreads (with a locally connected domain) over a bounde...
AbstractThe vital role played by the cozero part of a completely regular, and hence uniformizable, f...
Throughout this paper uniformity will mean separated diagonal uniformity and proximity will mean sep...
In pointfree topology, the notion of uniformity in the form of a system of covers was introduced by ...
ABSTRACT: It is well known that a locale is subfit iff each of its open sublocales is a join of clos...
Abstract. A k-graph G(k) on vertex set [n] = {1,..., n} is said to be (ρ, ζ)-uniform if every S ⊆ [...
We examine Fourier frames and, more generally, frame measures for different probability measures. We...
In this note we present a new treatment of the pointfree version of the semicontinuous quasi-uniform...
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