GENUS AND HOMOLOGY. MARC CULLER, JASON DEBLOIS, AND PETER B. SHALEN. Abstract. We show that if M is a complete, finite–volume, hyperbolic ...
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Nov 10, 2009 ... Or the pair (M,L) could be a hyperbolic link in a homology sphere. That's a pretty big class of manifolds for which there aren't quite as compact a ...
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hyperbolic homology sphere which is not Dehn surgery on anyknot. Surgery and Dehn surgery are generic ways of constructing 3~mani~ folds. A manifold, N, is ...
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Homology sphere - Wikipedia, the free encyclopedia
en.wikipedia.org/wiki/Homology_sphere
(See Seifert–Weber space for a similar construction, using more "twist", that results in a hyperbolic 3-manifold.) Alternatively, the Poincaré homology sphere can ... |
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contains no 2-spheres is relative homology cobordant to a hyperbolic 3-manifold. Two oriented links Lo and LI in a 3-manifold M3 are concordant if there is a set ...
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Aug 8, 2008 ... We study hyperbolic cohomology classes in the general context of simpli- ... existence of hyperbolic cohomology classes to the non-amenability ...
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Title: The homology systole of hyperbolic Riemann surfaces. Authors: Hugo Parlier. (Submitted on 2 Oct 2010 (v1), last revised 7 Apr 2011 (this version, v2)) ...
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Numerical data concerning the growth of torsion in the first homology of non- arithmetic hyperbolic tetrahedral groups are collected. The data provide support the ...
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showed that any oriented expanding hyperbolic attractor with a C1 stable foliation has nontrivial real ˘Cech homology in the top dimension. Unfortunately, the ...
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