Rchr
J-GLOBAL ID:201501012123973903   Update date: Apr. 11, 2024

Takioka Hideo

タキオカ ヒデオ | Takioka Hideo
Affiliation and department:
Job title: Associate Professor
Research field  (1): Geometry
Research keywords  (19): knot theory ,  knot ,  Kanenobu knot ,  mutant knot ,  cable knot ,  clasp-pass move ,  $4$-move distance ,  $S_{m}^{N}$-crossing change ,  arc index ,  braid index ,  clasp number ,  Alexander-Conway polynomial ,  Jones polynomial ,  $\Gamma$-polynomial ,  $Q$-polynomial ,  HOMFLYPT polynomial ,  Kauffman polynomial ,  coefficient polynomials ,  Vassiliev invariant
Research theme for competitive and other funds  (3):
  • 2022 - 2027 Polynomial invariants for knots and their cabling
  • 2019 - 2022 Cabling for knot invariants
  • 2014 - 2016 Polynomial invariants for knots
Papers (16):
  • Hideo Takioka. On two kinds of clasp-pass moves for knots. to appear in Kyungpook Mathematical Journal. 2024
  • Hideo Takioka. $2n$-moves and the $\Gamma $-polynomial for knots. to appear in Kyungpook Mathematical Journal. 2024
  • Taizo Kanenobu, Hideo Takioka. $4$-Move distance of knots. Journal of Knot Theory and Its Ramifications. 2022. 31. 9. 2250049 (14 pages)
  • Hideo Takioka. Infinitely many knots whose Whitehead doubles have the trivial first coefficient Kauffman polynomial. Journal of Knot Theory and Its Ramifications. 2021. 30. 8. 2150054 (14 pages)
  • Hideo Takioka. Vassiliev knot invariants derived from cable $\Gamma $-polynomials. Topology and its Applications. 2021. 301. Paper No. 107535
more...
MISC (6):
  • 滝岡 英雄. 絡み目のHOMFLYPT多項式とKauffman多項式の係数多項式. 第69回トポロジーシンポジウム講演集. 2022. 99-108
  • Hideo Takioka. Vassiliev knot invariants derived from cable $\Gamma $-polynomials. 研究集会「結び目の数理II」報告集. 2020. 187-194
  • 滝岡 英雄. クラスプ数が高々$2$の結び目の$\Gamma$多項式の特徴付け. 研究集会「結び目の数学VIII」報告集. 2016. 223-232
  • 滝岡 英雄. ミュータントな結び目の零番係数HOMFLYPT多項式のケーブル化不変量. 研究集会「結び目の数学V」報告集. 2013. 56-61
  • 滝岡 英雄. $(2,1)$ケーブル結び目の零番係数多項式. 研究集会「結び目の数学IV」報告集. 2012. 97-103
more...
Lectures and oral presentations  (72):
  • $S_m^N$-crossing change and polynomial invariants of links
    (Knots and Spatial Graphs 2023, KAIST, Daejeon, Korea 2023)
  • $S_m^N$-crossing change and polynomial invariants of links
    (Saga Souhatsu Mathematical Seminar, Saga University 2023)
  • $4$-move distance of knots II
    (Kanazawa Souhatsu Seminar, Kanazawa University 2022)
  • 絡み目のHOMFLYPT多項式とKauffman多項式の係数多項式
    (第69回トポロジーシンポジウム, 北見工業大学 2022)
  • An infinite family of links with the coefficient polynomials up to any degree of the HOMFLYPT and Kauffman polynomials of any link
    (Kanazawa Topology Seminar, Kanazawa University 2022)
more...
Education (3):
  • 2012 - 2014 Osaka City University Graduate School of Science Doctor course, Department of Mathematics
  • 2010 - 2012 Osaka City University Graduate School of Science Master course, Department of Mathematics
  • 2006 - 2010 Shinshu University Faculty of Science Department of Mathematical Sciences
Professional career (1):
  • 博士(理学) (大阪市立大学)
Work history (17):
  • 2024/04 - 現在 Kanazawa University School of Mechanical Engineering, College of Science and Engineering Associate Professor
  • 2023/04 - 2024/03 Saga University Graduate School of Science and Engineering Postdoctoral Research Fellow
  • 2022/04 - 2023/03 Kanazawa University Faculty of Electrical, Information and Communication Engineering, Institute of Science and Engineering Postdoctoral Research Fellow
  • 2022/10 - 2023/02 Kanazawa University Part time Lecturer
  • 2019/10 - 2022/03 Kyoto University Graduate School of Science / Faculty of Science JSPS Research Fellow(PD)
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Committee career (7):
  • 2024 - 現在 金沢トポロジーセミナー世話役
  • 2022 - 2023 金沢創発数理セミナー世話人
  • 2015 - 2021 研究集会「Hurwitz action」世話人 2015, 2016, 2020, 2021
  • 2017 - 2019 Friday Seminar on Knot Theory 組織委員
  • 2013 - 2018 関西低次元トポロジー若手セミナー世話人
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Awards (3):
  • 2015/03 - 大阪市立大学数学研究会論文賞
  • 2014/07 - Young Mathematician Award, The 8th KNU-OCU-PNU Joint Workshop for Graduate Students
  • 2012/07 - Best Presentation Award, The 6th KNU-OCU-PNU Joint Workshop for Graduate Students
Association Membership(s) (2):
「結び目の数学教育」研究会 ,  THE MATHMATICAL SOCIETY OF JAPAN
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