3 citations · 3 across the 5 of their papers we have counts for
5 papers · 1 filter
Alternate proofs for the -dimensional resolution theorems
Leonard R. Rubin, Vera Tonić
We present new, unified proofs for the cell-like, -, and -resolution theorems. Our arguments employ extensions that are much simpler then those used by ou…
Simplicial inverse sequences in extension theory
Leonard R. Rubin, Vera Tonić
In extension theory, in particular in dimension theory, it is frequently useful to represent a given compact metrizable space X as the limit of an inverse sequence of compact polyh…
A proof of The Edwards-Walsh Resolution Theorem without Edwards-Walsh CW-complexes
Vera Tonić
In the paper titled "Bockstein basis and resolution theorems in extension theory" (arXiv:0907.0491v2), we stated a theorem that we claimed to be a generalization of the Edwards-Wal…
Simultaneous Z/p-acyclic resolutions of expanding sequences
Leonard R. Rubin, Vera Tonić
We prove the following Theorem: Let X be a nonempty compact metrizable space, let be a sequence of natural numbers, and let be a…
Bockstein basis and resolution theorems in extension theory
Vera Tonić
We prove a generalization of the Edwards-Walsh Resolution Theorem: Theorem: Let G be an abelian group for which equals the set of all primes , where $P_G=\{p \in…