Floer Homology Group Orders And Taut Foliations Of Hyperbolic 3 Manifolds Ggd Gear Seminar

Floer Homology Group Orders And Taut Foliations Of Hyperbolic 3 View a pdf of the paper titled floer homology, group orderability, and taut foliations of hyperbolic 3 manifolds, by nathan m. dunfield. this paper explores the conjecture that the following are equivalent for rational homology 3 spheres: having left orderable fundamental group, having non minimal heegaard floer homology, and admitting a co. This paper explores the conjecture that the following are equivalent for irreducible rational homology 3–spheres: having left orderable fundamental group, having nonminimal heegaard floer homology, and admitting a coorientable taut foliation. in particular, it adds further evidence in favor of this conjecture by studying these three properties for more than 300000 hyperbolic rational.

Floer Homology Group Orders And Taut Foliations Of Hyperbolic 3 Floer homology, group orders, and taut foliations of hyperbolic 3 manifolds. a bold conjecture of boyer gorden watson and others posit that for any irreducible rational homology 3 sphere m the following three conditions are equivalent: (1) the fundamental group of m is left orderable, (2) m has non minimal heegaard floer homology, and (3) m. Floer homology, orderable groups, and taut foliations of hyperbolic 3 manifolds: an experimental study nathan m. duneld (university of illinois) these slides already posted at:. Ations an. floer homologyfrancesco linabstract. it is well known that the reduced floer homology of a rational homology sphere adm. tting a taut foliation does not vanish. we strengthen this by showing that (when thought of as an frus mo. ule) it also admits a direct f summand. hence, one could potentially detect counterexamples to the. Floer homology, group orderability, and taut foliations of hyperbolic 3–manifolds. geometry and topology . 2020;24(4):2075 2125. doi: 10.2140 gt.2020.24.2075 dunfield, nathan m. floer homology, group orderability, and taut foliations of hyperbolic 3–manifolds .

Nathan Dunfield Lecture 3 Floer Homology And Taut Foliations Of Ations an. floer homologyfrancesco linabstract. it is well known that the reduced floer homology of a rational homology sphere adm. tting a taut foliation does not vanish. we strengthen this by showing that (when thought of as an frus mo. ule) it also admits a direct f summand. hence, one could potentially detect counterexamples to the. Floer homology, group orderability, and taut foliations of hyperbolic 3–manifolds. geometry and topology . 2020;24(4):2075 2125. doi: 10.2140 gt.2020.24.2075 dunfield, nathan m. floer homology, group orderability, and taut foliations of hyperbolic 3–manifolds . Download citation | on nov 10, 2020, nathan m dunfield published floer homology, group orderability, and taut foliations of hyperbolic 3–manifolds | find, read and cite all the research you need. Download citation | floer homology, group orderability, and taut foliations of hyperbolic 3 manifolds | this paper explores the conjecture that the following are equivalent for rational homology 3.

Pdf So 3 Floer Homology Of 3 Manifolds With Boundary 1 Download citation | on nov 10, 2020, nathan m dunfield published floer homology, group orderability, and taut foliations of hyperbolic 3–manifolds | find, read and cite all the research you need. Download citation | floer homology, group orderability, and taut foliations of hyperbolic 3 manifolds | this paper explores the conjecture that the following are equivalent for rational homology 3.

Heegaard Floer Homology And 3 Manifold Mutation Ggd Gear Seminar