Author
Hume, D
Journal title
Fundamenta Mathematicae
DOI
10.4064/fm101-11-2016
Volume
238
Last updated
2025-05-09T11:43:09.503+01:00
Page
143-152
Abstract
A regular equivalence between two graphs 􀀀; 􀀀0 is a pair of uniformly proper Lipschitz maps V 􀀀 ! V 􀀀0 and V 􀀀0 ! V 􀀀. Using separation profiles we prove that there are 2@0 regular equivalence classes of expander graphs, and of finitely generated groups with a representative which isometrically contains expanders
Symplectic ID
681666
Favourite
Off
Publication type
Journal Article
Publication date
01 Mar 2017
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