Add to ORKGIn this paper we present a theory of quasi-uniformities for frames in terms of entourage that is, special elements of the binary coproduct of the frame by itself, and we prove that this theory is equivalent to J. L. Frith's theory of covering quasi-uniformities [Structured frames, PhD Thesis, University of Cape Town, 1987]. For that we make use of the definitions and techniques introduced and developed in [j. Picado, Weil uniformities for frames, Comment. Math. Univ. Carolinae 36 (1995) 357-370]Available from Departamento de Matematica, Universidade de Coimbra, 3000 Coimbra, Portugal / FCT - Fundação para o Ciência e a TecnologiaSIGLEPTPortuga
We revisit the computation of entourage sections of the constant uniformity of the product of counta...
Partial frames provide a rich context in which to do pointfree structured and unstructured topology....
AbstractThe vital role played by the cozero part of a completely regular, and hence uniformizable, f...
Abstract: A quasi-uniformity on a frame may be equivalently described either in terms of paircovers ...
AbstractQuasi-uniformities (not necessarily symmetric uniformities) are usually studied via entourag...
In pointfree topology, the notion of uniformity in the form of a system of covers was introduced by ...
summary:In pointfree topology, the notion of uniformity in the form of a system of covers was introd...
summary:In pointfree topology, the notion of uniformity in the form of a system of covers was introd...
summary:This paper considers totally bounded quasi-uniformities and quasi-proximities for frames and...
AbstractQuasi-uniformities (not necessarily symmetric uniformities) are usually studied via entourag...
summary:This paper considers totally bounded quasi-uniformities and quasi-proximities for frames and...
In the framework of pointfree topology, we discuss the rôle of Weil entourages in the study of struc...
In this note we present a new treatment of the pointfree version of the semicontinuous quasi-uniform...
AbstractThe vital role played by the cozero part of a completely regular, and hence uniformizable, f...
We study uniformities and quasi-uniformities (uniformities without the symmetry axiom) in the common...
We revisit the computation of entourage sections of the constant uniformity of the product of counta...
Partial frames provide a rich context in which to do pointfree structured and unstructured topology....
AbstractThe vital role played by the cozero part of a completely regular, and hence uniformizable, f...
Abstract: A quasi-uniformity on a frame may be equivalently described either in terms of paircovers ...
AbstractQuasi-uniformities (not necessarily symmetric uniformities) are usually studied via entourag...
In pointfree topology, the notion of uniformity in the form of a system of covers was introduced by ...
summary:In pointfree topology, the notion of uniformity in the form of a system of covers was introd...
summary:In pointfree topology, the notion of uniformity in the form of a system of covers was introd...
summary:This paper considers totally bounded quasi-uniformities and quasi-proximities for frames and...
AbstractQuasi-uniformities (not necessarily symmetric uniformities) are usually studied via entourag...
summary:This paper considers totally bounded quasi-uniformities and quasi-proximities for frames and...
In the framework of pointfree topology, we discuss the rôle of Weil entourages in the study of struc...
In this note we present a new treatment of the pointfree version of the semicontinuous quasi-uniform...
AbstractThe vital role played by the cozero part of a completely regular, and hence uniformizable, f...
We study uniformities and quasi-uniformities (uniformities without the symmetry axiom) in the common...
We revisit the computation of entourage sections of the constant uniformity of the product of counta...
Partial frames provide a rich context in which to do pointfree structured and unstructured topology....
AbstractThe vital role played by the cozero part of a completely regular, and hence uniformizable, f...