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Yukihiro Tsutsumi | XanEdu Customization Platform

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Author: Yukihiro Tsutsumi. Results. Hyperbolic knots spanning accidental Seifert surfaces of arbitrarily high genus Springer Science+Business Media ...

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[27] Yukihiro Tsutsumi, Hyperbolic knots spanning accidental Seifert surfaces of arbitrarily high genus,. Math. Z (2004), no. 1-2, 167–175. [28] Anastasiia Tsvietkova, Hyperbolic structures from link diagrams, Ph.D. thesis, University of Tennessee, [29] Daniel T. Wise, Subgroup separability of the ...

Totally Knotted Seifert Surfaces with Accidental Peripherals on JSTOR

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We show that if there exists an essential accidental surface in the knot exterior, then a closed accidental surface also exists. As its corollary, we know...

Abstracts: International Conference on Topology and its Applications...

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Masakazu Teragaito Hyperbolic knots with three toroidal Dehn surgeries. Yukihiro Tsutsumi Hyperbolic knots which bound many minimal genus Seifert surfaces

Hyperbolic knots spanning accidental Seifert surfaces of ...link.springer.com › content › pdf

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Yukihiro Tsutsumi. ⋆. Department of Mathematics, Faculty of Science and Technology, Keio University. Hiyoshi , Kohoku-ku YokohamaJapan.

Hyperbolic knots which bound many minimal genus Seifert surfaces by...

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Yukihiro Tsutsumi Sophia University. It is known that any genus one hyperbolic knot in the 3-dimensional sphere admits at most seven mutually disjoint and ...

Hyperbolic knots spanning accidental Seifert surfaces of arbitrarily...

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A method for constructing hyperbolic knots each of which bounds accidental incompressible Seifert surfaces of arbitrarily high genus is given.

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TSUTSUMI, Yukihiro: mengunduh secara gratis. Perpustakaan ...id.booksc.eu › ...

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Totally Knotted Seifert Surfaces with Accidental Peripherals · Makoto Ozawa and Yukihiro Tsutsumi. Majalah: Proceedings of the American Mathematical Society.

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Request Permissions. Totally knotted Seifert surfaces with accidental peripherals. Authors: Makoto Ozawa and Yukihiro Tsutsumi Journal: Proc. Amer. Math. Soc ...

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