12 citations · 12 across the 1 of their papers we have counts for
3 papers
math.GT2019★ 12 cited
Connected sum decompositions of high-dimensional manifolds
Imre Bokor, Diarmuid Crowley, Stefan Friedl +4
The classical Kneser-Milnor theorem says that every closed oriented connected 3-dimensional manifold admits a unique connected sum decomposition into manifolds that cannot be decom…
math.AT2016
Poincaré duality complexes with highly connected universal cover
Beatrice Bleile, Imre Bokor, Jonathan A. Hillman
Turaev conjectured that the classification, realization and splitting results for Poincaré duality complexes of dimension (PD-complexes) generalize to PD-complexes…
math.AT2015
Poincare Duality Complexes with Highly Connected Universal Covers
Beatrice Bleile, Imre Bokor
Baues and Bleille showed that, up to oriented homotopy equivalence, a Poincare duality complex of dimension with -connected universal cover, is classified by its f…