17 citations · 32 across the 17 of their papers we have counts for
Showing 2013 · math.FAShow all
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math.FA2013★ 3 cited
Good measures for non-simple dimension groups
David Handelman
Akin's notion of good measure, introduced to classify measures on Cantor sets has been translated to dimension groups and corresponding traces by Bezuglyi and the author, but empha…
math.FA2013
Non-direct limit of simple dimension groups with finitely many pure traces
David Handelman
There exist simple dimension groups which cannot be expressed as a direct limit of simple, or even approximately divisible dimension groups, each with finitely many pure traces, an…
math.FA2013★ 7 cited
Equal column sum and equal row sum dimension group realizations
David Handelman
Motivated by connections between minimal actions, especially Töplitz, on Cantor sets, and dimension groups, we find realizations of classes of dimension groups as limits of primiti…