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曲面結び目の幾何的特徴と不変量の関係について

曲面結び目の幾何的特徴と不変量の関係について
Paper図書
志摩亜希子, 東海大学 [著][志摩亜希子]2004-2007<Y151-H16540082>
National Diet Library
  • Subject Headingsurface knot / chart / surface braid

三次元多様体の表示とそこから導かれる幾何的情報について

三次元多様体の表示とそこから導かれる幾何的情報について
Paper図書
小林, 毅, 奈良女子大学2000-2002<Y151-H12640071>
National Diet Library
  • Subject HeadingHeegaard Splitting Untelescoping 3-manifold Knot

Encyclopedia of knot theory First edition

Encyclopedia of knot theory First edition
Paper図書
edited by Colin Adams, Erica Flapan, Allison Henrich, Louis H. Kauffman, Lewis D. Ludwig, Sam NelsonCRC Press2021<MA81-D12>
National Diet LibraryOther Libraries in Japan
  • Summary, etc."Knot theory has pro......ncyclopedia of Knot Theory provide......ctive areas in knot theory, and in......uate course in knot theory. More a......ent results in knot theory, and to......n the field of Knot Theory"--
  • ContentsIntroduction and history of knots Standards and......esentations of knots Tangles Types of knots Knots and surfaces ...... and max Other knotlike objects Hi......er dimensional knot theory Spatial......iants Physical knot theory Knots and science
  • Subject HeadingKnot theory--Encyclopedias Knot theory. Noeuds, Théorie des.

つなぐ時計 : 吉祥寺に生まれたメーカーKnotの軌跡

つなぐ時計 : 吉祥寺に生まれたメーカーKnotの軌跡
PaperRecording MediaDigital図書障害者向け資料あり
金田信一郎 著新潮社2020.7<DL456-M5>
National Diet LibraryOther Libraries in Japan
  • Summary, etc....本製時計メーカーとして創業したＫｎｏｔの逆転誕生ストーリー。 突然のクビ宣告……無職のどん底からす...
  • Subject HeadingKnot

Seeing four-dimensional space and beyond : using knots! (Series on knots and everything ; vol. 74)

Seeing four-dimensional space and beyond : using knots! (Series on knots and everything ; vol. 74)
Paper図書
Eiji OgasaWorld Scientific Co. Pte. Ltd.[2024]<MA81-D17>
National Diet LibraryOther Libraries in Japan
  • Summary, etc."An introductory text for knot theory. Introduces the tool f...
  • ContentsLocal moves on knots : for beginne...... for beginners Knotted-objects in ......gh-dimensional knots and related i......ocal moves and knot polynomials in......tant topics in knot theory
  • Subject HeadingKnot theory Four-manifolds (Topolo...

Volume conjecture for knots (SpringerBriefs in mathematical physics ; volume 30)

Volume conjecture for knots (SpringerBriefs in mathematical physics ; volume 30)
Paper図書
Hitoshi Murakami, Yoshiyuki Yokota.Springer[2018]<MA81-B77>
National Diet Library
  • Subject HeadingKnot theory.

Surface-knots in 4-space : an introduction (Springer monographs in mathematics)

Surface-knots in 4-space : an introduction (Springer monographs in mathematics)
Paper図書
Seiichi Kamada.Springer[2017]<MA81-B76>
National Diet LibraryOther Libraries in Japan
  • Subject HeadingKnot theory.
  • Alternative TitleSurface-knots in four-space
  • Alternative TitleSurface-knots in four-space

Knot projections

Knot projections
Paper図書
Noboru Ito.CRC Press[2016]<MA81-B75>
National Diet LibraryOther Libraries in Japan
  • ContentsKnots, knot diagrams, and knot projections Ma......ssification of knot projections under RI and RII,...
  • Subject HeadingKnot theory.

双曲結び目の非双曲Dehn手術に関する研究

双曲結び目の非双曲Dehn手術に関する研究
Paper図書
茂手木公彦, 日本大学 [著][茂手木公彦]2003-2004<Y151-H15540095>
National Diet Library
  • Subject Headinghyperbolic knot / Dehn surgery / exceptional ...

Moonbird : a year on the wind with the great survivor B95 First edition.

Moonbird : a year on the wind with the great survivor B95 First edition.
Paper図書児童書
Phillip Hoose.Farrar Straus Giroux2012.<Y11-B934>
National Diet LibraryOther Libraries in Japan
  • Subject HeadingRed knot--Migration--Ju......iterature. Red knot--Juvenile literature. Bird wa...

結び目不変量とその応用

結び目不変量とその応用
Paper図書
金信, 泰造, 大阪市立大学1999-2001<Y151-H11640090>
National Diet Library
  • Subject Heading結び目 (knot) 仮想結び目 2次元リボン結び目 仮想弧表示 禁じ手 HC...

Guts of surfaces and the colored Jones polynomial (Lecture notes in mathematics ; 2069)

Guts of surfaces and the colored Jones polynomial (Lecture notes in mathematics ; 2069)
Paper図書
David Futer, Efstratia Kalfagianni, Jessica Purcell.Springer[2013]<MA81-B58>
National Diet LibraryOther Libraries in Japan
  • Subject HeadingThree-manifolds (Topology) Knot theory. Complex manifolds. Ge...

包み結びの歳時記 (講談社学術文庫 ; 2756)

包み結びの歳時記 (講談社学術文庫 ; 2756)
PaperDigital図書
額田巌 [著]講談社2023.1<GD1-M88>
National Diet LibraryOther Libraries in Japan
  • Authority（Subject Heading/altLabel）Knots and splices

双曲結び目の非双曲Dehn手術に関する研究

双曲結び目の非双曲Dehn手術に関する研究
Paper図書
茂手木, 公彦, 日本大学2001-2002<Y151-H13640089>
National Diet Library
  • Subject HeadingDehn surgery hyperbolic knot Seifert fiber ......ld symmetry of knots primitive/seifert-fibered co...

ひもとロープの結び方便利手帳 新版

ひもとロープの結び方便利手帳 新版
Paper図書
小暮幹雄 著ナツメ社2023.5<GD1-M93>
National Diet LibraryOther Libraries in Japan
  • Author introduction...ional Guild of Knot Tyers日本人初の会員。
  • Authority（Subject Heading/altLabel）Knots and splices 紐 String Rope

Uzly : khronologii͡a odnoĭ matematicheskoĭ teorii / A.B. Sosinskiĭ. (Bibliotechka "Kvant" ; vyp. 111) (Prilozhenie k zhurnalu "Kvant" ; no. 3/2009)

Uzly : khronologii͡a odnoĭ matematicheskoĭ teorii / A.B. Sosinskiĭ. (Bibliotechka "Kvant" ; vyp. 111) (Prilozhenie k zhurnalu "Kvant" ; no. 3/2009)
Paper図書
Bi͡uro "Kvantum"2009.<MA81-B34>
National Diet Library
  • Subject HeadingKnot theory -- History.

ひもとロープの結び方 : わかりやすい

ひもとロープの結び方 : わかりやすい
Paper図書
小暮幹雄, 西野弘章, 羽根田治 監修成美堂出版2021.9<GD1-M56>
National Diet LibraryOther Libraries in Japan
  • Authority（Subject Heading/altLabel）Knots and splices 紐 String Rope

3次元空間内の球の配置の研究

3次元空間内の球の配置の研究
Paper図書
前原, 濶, 琉球大学1999-2000<Y151-H11640129>
National Diet Library
  • Subject Headingknotted necklace piercing number l...

写真と図で見るロープとひもの結び方大全

写真と図で見るロープとひもの結び方大全
PaperDigital図書児童書
ロープワーク研究会 著西東社2021.1<GD1-M45>
National Diet LibraryOther Libraries in Japan
  • Authority（Subject Heading/altLabel）Knots and splices Rope 紐 String

Punctured torus groups and 2-bridge knot groups (I) / Hirotaka Akiyoshi ... [et al.]. (Lecture notes in mathematics ; 1909)

Punctured torus groups and 2-bridge knot groups (I) / Hirotaka Akiyoshi ... [et al.]. (Lecture notes in mathematics ; 1909)
Paper図書
Springerc2007.<MA81-B23>
National Diet Library
  • Subject HeadingKleinian groups. Torus (Geometry) Knot theory.
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