Develops a practical method to compute H2 for specific 3-orbifold groups, proves absolute profinite rigidity for Weeks manifold lattices, and constructs Grothendieck pairs via homology vanishing results.
and Grunewald, Fritz J
2 Pith papers cite this work. Polarity classification is still indexing.
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Pith papers citing it
fields
math.GR 2years
2026 2verdicts
UNVERDICTED 2representative citing papers
Proves that virtual properties including virtually RFRS, virtually (compact) special, virtually CAT(0) cube, and virtually normally poly-free are closed under graph products, with an elementary proof of the underlying strong commensurability theorem.
citing papers explorer
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On profinite rigidity, Grothendieck pairs, and the second homology of some $3$-orbifold groups
Develops a practical method to compute H2 for specific 3-orbifold groups, proves absolute profinite rigidity for Weeks manifold lattices, and constructs Grothendieck pairs via homology vanishing results.
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Virtual inheritance properties of graph products
Proves that virtual properties including virtually RFRS, virtually (compact) special, virtually CAT(0) cube, and virtually normally poly-free are closed under graph products, with an elementary proof of the underlying strong commensurability theorem.