Article

The Stone-Čech compactification of a partial frame via ideals and cozero elements

Published in: Quaestiones Mathematicae
Volume 39 , issue 1, pages: 115–134

DOI: 10.2989/16073606.2015.1023866

Author(s): John FrithDepartment of Mathematics and Applied Mathematics, South Africa, Anneliese SchauerteDepartment of Mathematics and Applied Mathematics, South Africa,

Keywords: 06A12, 06B10, 06D22, 18A40, 54B30, 54D15, 54D20, 54D30, 54D35, 06A12, 06B10, 06D22, 18A40, 54B30, 54D15, 54D20, 54D30, 54D35,

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Abstract

A partial frame is a meet-semilattice in which certain designated subsets are required to have joins, and finite meets distribute over these. The designated subsets are specified by means of a so-called selection function, denoted by S ; these partial frames are called S-frames.

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Article

The Stone-Čech compactification of a partial frame via ideals and cozero elements

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