Ian agol veering triangulations
WebbIn Chapter 6, we discuss ideal triangulations of 3-manifolds and describe the gluing, completeness and hyperbolic Dehn lling equations for ideal triangulations. In Chapter 7, we present Agol’s construction of veering triangulations in terms of periodic splitting sequences of invariant train tracks, following [2]. We use invariant train tracks Webb4.Chi Cheuk Tsang; ”Veering branched surfaces, surgeries, and geodesic flows”,Preprint (2024). arXiv:2203.02874 3.Ian Agol and Chi Cheuk Tsang; “Dynamics of veering triangulations: infinitesimal compo-nents of their flow graphs and applications”;Algebraic and Geometric Topology, to appear. arXiv:2201.02706
Ian agol veering triangulations
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http://at.yorku.ca/c/b/a/b/04.htm WebbSeifert matrices have been a foundational tool in knot theory ever since they were introduced in the 1930's. They are not link invariants - in fact, the definition of a Seifert …
Webb24 juni 2014 · In [1], Agol described a canonical, veering triangulation of a general hyperbolic mapping torus M = M ϕ , provided all singularities of the foliations λ + , λ − … Webb4.Chi Cheuk Tsang; ”Veering branched surfaces, surgeries, and geodesic flows”,Preprint (2024). arXiv:2203.02874 3.Ian Agol and Chi Cheuk Tsang; “Dynamics of veering triangulations: infinitesimal compo-nents of their flow graphs and applications”,Preprint (2024). arXiv:2201.02706
Webb21 okt. 2024 · 1 Introduction. Transverse taut veering triangulations were introduced by Ian Agol as a way to canonically triangulate certain pseudo-Anosov mapping tori … WebbAgol recently introduced the concept of a veering taut triangulation of a 3–manifold, which is a taut ideal triangulation with some extra combinatorial structure. We define the …
WebbRecently, Ian Agol introduced a class of veering ideal triangulations for mapping tori of pseudo-Anosov homeomorphisms of surfaces punctured along the... Skip to main …
WebbAbstract: Agol introduced veering triangulations of mapping tori, whose combinatorics are canonically associated to the pseudo-Anosov monodromy. In previous work, Hodgson, Rubinstein, Tillmann and I found examples of veering triangulations that are not layered and therefore do not come from Agol's construction. glastonburyus.org staff directoryWebbVeering Dehn surgery. Preliminary report. Veering structures on ideal triangulations of cusped manifolds were introduced by Ian Agol, who showed that every pseudo-Anosov … glastonbury vacuum center ctWebb8 nov. 2015 · UC Berkeley mathematician Ian Agol and a team of neutrino physicists led by UC Berkeley and Berkeley Lab physicist Kam-Biu Luk are among this year’s Breakthrough Prize recipients announced Sunday, Nov. 8, at a star-studded event broadcast live on the National Geographic Channel. body coolantWebbEmbedding 3-manifolds in the 4-sphere. ( beamer slides ) University of Texas at Austin - Candidacy talk, May 2nd 2016. Computer programs Veering is a computer program which can be used to construct veering triangulations of mapping … glastonbury vacuum repairWebbVeering triangulations admit strict angle structures Craig Hodgson University of Melbourne Joint work with Hyam Rubinstein, Henry Segerman and Stephan Tillmann. … glastonbury vacuumWebb7 jan. 2024 · Ian Agol Chi Cheuk Tsang Abstract We study the strongly connected components of the flow graph associated to a veering triangulation, and show that the … body cool braWebb25 jan. 2024 · This talk will introduce the notion of a veering triangulation of a 3-manifold. This is an ideal triangulation of a 3-manifold satisfying a certain handedness property, … glastonbury vacuum center