Exceptional dehn surgery
WebA nontrivial Dehn surgery on a hyperbolic knot K in S3 is exceptional if the resulting manifold is either reducible, or toroidal, ora Seifert fibered manifold whose orbifold is a sphere with at most three exceptional fibers, called a small Seifert fibered space. Thus an exceptional Dehn surgery is non-hyperbolic, and using a WebDehn surgery, hyperbolic knot, Seifert fiber space, primitive/Seifert-fibered construction. ... an exceptional fiber of index 115n + 41 in (Kn; 1) (resp. an exceptional fiber of index 112n+51 in (K'; 1)). Thus the Dehn surgeries described in Examples 1 and 2 satisfy the conjecture. (Song's example mentioned in the Introduction also satisfies
Exceptional dehn surgery
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WebA Dehn surgery on a hyperbolic knot Kin a compact 3-manifold is excep-tional if the surgered manifold is non-hyperbolic. When the manifold is a solid torus, the surgery is … WebAt Exceptional Dermatology Care, Dr. David J. Sire has created an innovative practice dedicated to you and your skin health. We provide exceptional dermatologic care with a …
Webmanifold obtained by the Dehn surgery, or the surgery itself. We say that the surgery (L;r1;r2;:::;rn) is hyperbolic if the resulting manifold of the surgery admits a hyperbolic structure. In the present paper, we are interested in integral Dehn surgeries (AYm;p;q) along the Mazur link MZ(= AY1) and Akbulut-Yasui links AYm, the distribution of Webpoint of exceptional Dehn surgery. Theorem 1.1. There exist some sequences of exceptional (i.e., non-hyperbolic) integral Dehn surgeries along Akbulut–Yasui link AYm …
WebAbstract. We show that any exceptional non-trivial Dehn surgery on a twist knot, except the trefoil, yields a 3-manifold whose fundamental group is left-orderable. This is a generalization of a result of Clay, Lidman, and Watson, and also gives a new supporting evidence for a conjecture of Boyer, Gordon, andWatson. WebThe proof of Theorems 1.1 and 1.2 immediately divides into two cases: either M is obtained by Dehn filling one of the manifolds in this list, or it is not. In the former case, a s
WebNov 25, 2011 · In this paper we construct an infinite family of hyperbolic (1, 1)–knots with two parameters, and show that some of them admit exceptional Dehn surgery such as lens space surgery, Seifert surgery, and toroidal surgery. Furthermore, we give simple examples of hyperbolic (1, 1)–knots which admit two toroidal surgeries at distance four …
WebJan 31, 2016 · Thus an exceptional Dehn surgery is non-hyperbolic, and using a version of Thurston's orbifold theorem proved by Boileau and Porti [BP], it can be shown that a non-exceptional surgery on a 2 ... rocio serjeWebExceptional Dehn surgery on the minimally twisted five-chain link. Article. Sep 2011; ... In the 1990s, Hodgson and Weeks studied the exceptional Dehn fillings on the 286 manifolds in C 5 ; this ... tes kode bpomWebDr. Fredda Rosenbaum and Dr. Seth Gilson are Holistic and Biological Dentists. For 30 years Dr. Rosenbaum has been practicing General, Holistic, Implants, Cosmetic and … tes koran kraepelinWebFeb 1, 2013 · Thus an exceptional Dehn surgery is non-hyperbolic, and using a version of Thurston's orbifold theorem proved by Boileau and Porti [BP], it can be shown that a non-exceptional surgery on a 2 ... tes korelasiWebIn mathematics, hyperbolic Dehn surgeryis an operation by which one can obtain further hyperbolic 3-manifoldsfrom a given cuspedhyperbolic 3-manifold. Hyperbolic Dehn … rock a gogo parisWebin a sequence of hyperbolic manifolds obtained from M by Dehn surgeries on C. After establishing some basic conventions inSection 2, we carry outthe strategy described above in Sections 3—6, for the case of manifolds which are “non-exceptional” in the sense that they contain shortest geodesics with tube radius greater than (log3)/2. In ... tes koleris sanguinis plegmatis melankolisWebFeb 14, 2013 · Experimentally, it seems that most one-cusped hyperbolic manifolds have at most 10 exceptional Dehn fillings in the sense you consider, i.e. points in the complement of Dehn surgery space. It is conjectured that Dehn surgery space is star-like, so that one can deform any hyperbolic metric with core geodesic by decreasing the cone angle ... tes konstruksi