| In this paper we study some properties of transitive neighbornets, and make use of them to discuss the properties of ortho-refinable spaces. We prove that ortho-refinable spaces are irreducible and iso-compact, that every closed subspace of an ortho-refinable space is ortho-refinable, and other related results. |
Keywords
neighbornets, ortho-refinable, irreducible, iso-compact, open mapping
Math Review Classification
Primary 54D99
; Secondary 54D30
Last Updated
Length
Availability
This article is available in: