# C- and C*-quotients in pointfree topology

Richard N. Ball; Joanne Walters-Wayland

- 2002

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topRichard N. Ball, and Joanne Walters-Wayland. C- and C*-quotients in pointfree topology. 2002. <http://eudml.org/doc/285985>.

@book{RichardN2002,

abstract = {We generalize a major portion of the classical theory of C- and C*-embedded subspaces to pointfree topology, where the corresponding notions are frame C- and C*-quotients. The central results characterize these quotients and generalize Urysohn's Extension Theorem, among others. The proofs require calculations in CL, the archimedean f-ring of frame maps from the topology of the reals into the frame L. We give a number of applications of the central results.},

author = {Richard N. Ball, Joanne Walters-Wayland},

keywords = {category at locales; -locales; -locales},

language = {eng},

title = {C- and C*-quotients in pointfree topology},

url = {http://eudml.org/doc/285985},

year = {2002},

}

TY - BOOK

AU - Richard N. Ball

AU - Joanne Walters-Wayland

TI - C- and C*-quotients in pointfree topology

PY - 2002

AB - We generalize a major portion of the classical theory of C- and C*-embedded subspaces to pointfree topology, where the corresponding notions are frame C- and C*-quotients. The central results characterize these quotients and generalize Urysohn's Extension Theorem, among others. The proofs require calculations in CL, the archimedean f-ring of frame maps from the topology of the reals into the frame L. We give a number of applications of the central results.

LA - eng

KW - category at locales; -locales; -locales

UR - http://eudml.org/doc/285985

ER -

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