Normality

Jorge Picado and Aleš Pultr
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Jorge Picado: University of Coimbra, CMUC, Department of Mathematics
Aleš Pultr: Charles University, Department of Applied Mathematics

Chapter Chapter VII in Separation in Point-Free Topology, 2021, pp 137-153 from Springer

Abstract: Abstract Of the classical separation axioms, normality is the easiest to extend. There is, basically, nothing “pointy” about it. This however does not mean that there is not much interest about it in the extended context. On the contrary, besides the new view one gains of the plain normality itself and of its relations to the other axioms one has natural strengthenings (and, in a smaller extent also weakenings) that are not so obviously point-free and the behaviour of which is of an independent interest.

Date: 2021
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DOI: 10.1007/978-3-030-53479-0_7

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