Jump to contents

Researcher Information

last modified:2017/06/21

Associate Professor Teruhisa Kadokami

Mail Laboratory Website

Faculty, Affiliation

Faculty of Mechanical Engineering, Institute of Science and Engineering College of Science and Engineering, School of Mechanical Engineering

College and School Educational Field


Laboratory

Mathematical Foundation of Mechanical Systems TEL:076-264-6439

Academic Background

【Academic background(Doctoral/Master's Degree)】
Kyoto Univeristy Master Mathematics 199503 Completed
Osaka City University Doctor Mathematics 199803 Completed
【Academic background(Bachelor's Degree)】
Kyoto University 199303

Career

Year & Month of Birth

1968/12

Academic Society

The Mathematical Society of Japan

Award

The Mathematical Society of Japan

Specialities

Geometry

Speciality Keywords

Low Dimensional Topology, Knot Theory

Research Themes

Low dimensional topology

Every closed 3-manifold is obtained by Dehn surgery along a link. I study 3-manifolds by using an invariant, called Reidemeister torsion. The invariant is computed from the Alexander polynomial of a link and Dehn surgery coefficients. On the way of researching this subject, there are some derivative researches.

Books

Papers

  •  An infinite family of prime knots with a certain property for the clasp number Teruhisa Kadokami, Kengo Kawamura Journal of Knot Theory and its Ramifications 23 13 14 pages 2014
  •  The link-symmetric groups of 2-bridge links Teruhisa Kadokami Journal of Knot Theory and its Ramifications 20 8 1129-1144 2011
  •  Amphicheirality of links and Alexander invariants Teruhisa Kadokami, Akio Kawauchi SCIENCE CHINA Mathematics 54 10 2213-2227 2011
  •  Amphicheiral links with special properties, I Teruhisa Kadokami Journal of Knot Theory and its Ramifications 21 6 17 pages 2012
  •  Amphicheiral links with special properties, II Teruhisa Kadokami Journal of Knot Theory and its Ramifications 21 6 15 pages 2012

show all

  •  Lens surgeries along the n-twisted Whitehead link Teruhisa Kadokami, Noriko Maruyama, Masafumi Shimozawa Kyungpook Mathematical Journal 52 3 245-264 2012
  •  On the Iwasawa invariants of a link in the 3-sphere Teruhisa Kadokami, Yasushi Mizusawa Kyushu Journal of Mathematics 67 1 215-226 2013
  •  Lens space surgeries along certain 2-component links related with Park's rational blow down, and Reidemeister-Turaev torsion Teruhisa Kadokami, Yuichi Yamada Journal of Australian Mathematical Society 96 78-126 2014
  •  Prime component-preservingly amphicheiral link with odd minimal crossing number Teruhisa Kadokami, Yoji Kobatake Osaka Journal of Mathematics 53 439-462 2016
  •  Seifert surgery on knots via Reidemeister torsion and Casson-Walker-Lescop invariant II Teruhisa Kadokami, Noriko Maruyama, Tsuyoshi Sakai Osaka Journal of Mathematics 53 767-773 2016
  •  Seifert surgery on knots via Reidemeister torsion and Casson-Walker-Lescop invariant Teruhisa Kadokami, Noriko Maruyama, Tuyoshi Sakai Topology and Its Applications 188 64-73 2015

Conference Presentations

  • Symmetries of classical and virtual links(conference:The Second Workshop on Graphs and Knots)(2016/06/26)
  • Reidemeister torsions of Seifert fibered spaces(2016/08/16)
  • Three amphicheiralities of a virtual link(conference:KOOK-TAPU Workshop of Knots in Tsushima Island)(2016/09/06)
  • Reidemeister torsions of Seifert fi bered spaces(2016/09/04)
  • Maximal abelian torsion of Seifert bered spaces(2016/10/28)

show all

  • Analytic function for an in finite family of connected graphs via Blaschke product(conference:Mini-Workshop on Blaschke Product)(2016/11/24)
  • Maximal abelian torsion of Seifert bered spaces(2016/12/18)
  • Analytic function for an in finite family of connected graphs via Blaschke product(conference:The 12th East Asian School of Knots and Related Topics)(2017/02/15)

Arts and Fieldwork

Patent

Theme to the desired joint research

Grant-in-Aid for Scientific Research

Classes (Bachelors)

○Basic Literacy for Mathematics and Physics(2017)
○Theory of Complex Analysis and Exercise(2017)
○Differential and Integral Calculus 1(2017)
○Differential and Integral Calculus 2(2017)
○Theory of Differential Equations and Exercise(2017)
○Theory of Differential Equations and Exercise(2016)
○Differential and Integral Calculus 2(2016)
○Differential and Integral Calculus 1(2016)
○Differential and Integral Calculus 1(2016)
○Basic Literacy for Mathematics and Physics(2016)
○Theory of Complex Analysis and Exercise(2016)
○Theory of Complex Analysis and Exercise(2016)

Classes (Graduate Schools)

○Low dimensional topology(2017)
○Low dimensional topology(2017)
○Low dimensional topology(2017)
○Low dimensional topology(2017)
○Knot Theory A(2017)
○Knot Theory B(2017)
○Low dimensional topology(2016)
○Knot Theory B(2016)
○Knot Theory A(2016)

International Project

International Students

Lecture themes

Others (Social Activities)

To Page Top