Researcher Search Results Oshiro Kanako Oshiro Kanako (大城 佳奈子) Please select the form format to download from below 「Education and research environment」format 「No. 4, the Ministry of Education document style ①Outline for Vitae」format 「No. 4, the Ministry of Education document style ②Education and research environment」format Profile Information AffiliationAssociate Professor, Faculty of Science and Technology, Department of Information and Communication Sciences, Sophia UniversityDegree博士(理学)(Mar, 2010, 広島大学)修士(理学)(Mar, 2008, 広島大学)学士(理学)(Mar, 2006, 広島大学)Researcher number90609091J-GLOBAL ID201301031430698749researchmap Member ID7000004661External linkhttp://pweb.sophia.ac.jp/oshirok/ Research Interests 1 Knot, Link, Surface-knot, Surface-link, Spatial graph, Handlebody-knot, Quandle algebra, Quandle twisted Alexander invariant, Dehn coloring Research Areas 1 Natural sciences / Geometry / Research History 5 Apr, 2018 - Present Associate Professor, Faculty of Science and Technology Department of Information and Communication Sciences, Sophia University Apr, 2013 - Mar, 2018 Assistant Professor, Faculty of Science and Technology Department of Information and Communication Sciences, Sophia University Apr, 2011 - Mar, 2013 Assistant Professor, Faculty of Science Department of Mathematics, Physics and Computer Science, Japan Women's University Apr, 2010 - Mar, 2011 Hiroshima University, JSPS Research Fellow (PD) Apr, 2008 - Apr, 2010 Hiroshima University, JSPS Research Fellow(DC1) Papers 40 Shade quandle presentations for oriented links Ishii, Atsushi, Kawamura, Kengo, Oshiro, Kanako, Taniguchi, Yuta J. Knot Theory Ramifications, 34(1) Paper No. 2450056., 2025 Peer-reviewed Normalized quandle twisted Alexander invariants Ishii, Atsushi, Oshiro, Kanako Internat. J. Math., 35(5) Paper No. 2450011, 47 pp., 2024 Peer-reviewed Goeritz matrices of spatial graphs related to Dehn colorings with alternating vertex conditions Oshiro, Kanako, Oyamaguchi, Natsumi Kobe J. Math., 41 1-32, 2024 Peer-reviewed The minimum numbers of Dehn colors and local biquandle cocycle invariants Eri Matsudo, Kanako Oshiro, Gaishi Yamagishi 1 4-9, 2023 Minimum numbers of Dehn colors and R-palette graphs Eri Matsudo, Kanako Oshiro, Gaishi Yamagishi 1-3, 2023 More Misc. 3 Minimum numbers of Dehn colors of knots and R-palette graphs Eri Matsudo, Kanako Oshiro, Gaishi Yamagishi arXiv:2501.09941, 2025 Minimum numbers of Dehn colors of knots and symmetric local biquandle cocycle invariants Eri Matsudo, Kanako Oshiro, Gaishi Yamagishi arXiv:2501.09942, 2025 Quandles versus symmetric quandles for oriented links Kanako Oshiro arXiv:2010.09983, 2000 Books and Other Publications 1 Encyclopedia of Knot Theory, Kei and Symmetric Quandles Oshiro Kanako 2021 Presentations 51 Minimum numbers of Dehn colors of knots and symmetric local biquandle cocycle invariants Kanako Oshiro Feb 5, 2025 Invited Normalized quandle twisted Alexander invariants Nov 20, 2024 Invited Dehn彩色の最小彩色数 大城佳奈子 研究集会「Knots and Related Topics」(至:大阪公立大学), Sep 12, 2024 The minimum numbers of Dehn colors and local biquandle cocycle invariants Dec 21, 2022 Normalized quandle twisted Alexander invariants Oct 30, 2022 Invited More Teaching Experience 32 Apr, 2019 - Present 図形の世界 (上智大学) Sep, 2018 - Present 社会の中の数学 (上智大学) Apr, 2013 - Present 卒業研究II (上智大学) Apr, 2013 - Present 卒業研究I (上智大学) Apr, 2013 - Present ゼミナールII (上智大学) Apr, 2013 - Present ゼミナールI (上智大学) Apr, 2013 - Present 幾何学基礎 (上智大学) Apr, 2013 - Present 数学BII(多変数微積) (上智大学) Apr, 2013 - Mar, 2024 情報理工学演習I,II (上智大学) Sep, 2020 - Feb, 2022 結び目理論II (東京女子大学) Apr, 2020 - Aug, 2021 結び目理論I (東京女子大学) Apr, 2020 - Sep, 2020 理工学概説 (上智大学) Sep, 2019 - Mar, 2020 幾何2 (早稲田大学) Apr, 2017 幾何学III(位相不変量) (上智大学) Sep, 2016 - Mar, 2017 数学演習II (上智大学) Apr, 2013 - Mar, 2015 複素関数論 (上智大学) Apr, 2013 - Mar, 2014 位相幾何学AI, AII (東京女子大学) Sep, 2012 - Mar, 2013 数学トピックスII (日本女子大学) Apr, 2012 - Mar, 2013 数学情報ゼミ (日本女子大学) Apr, 2011 - Sep, 2012 基礎数理 (日本女子大学) Apr, 2011 - Sep, 2011 集合・位相I 演習 (日本女子大学) 幾何学I(微分幾何) (上智大学) 結び目理論 (上智大学) 幾何学特論A (上智大学) 数学ゼミナールIA, IIA, IB, IIB (上智大学) 大学院演習IA, IB, IIA, IIB (上智大学) 幾何学特論II (上智大学) 幾何学特論IV (上智大学) 幾何学特論I (上智大学) 情報数理演習II (上智大学) 情報数理演習I (上智大学) 幾何学特論III (上智大学) 1 Professional Memberships 1 日本数学会 Research Projects 8 絡み目に関わる代数系の整理と絡み目不変量の再定式化 Grants-in-Aid for Scientific Research Grant-in-Aid for Scientific Research (C), Japan Society for the Promotion of Science, Apr, 2021 - Mar, 2025 Research on 4-dimensional topology from the viewpoint of graphics and quandle theory Grants-in-Aid for Scientific Research, Japan Society for the Promotion of Science, Apr, 2019 - Mar, 2024 カンドル代数を用いた結び目不変量の再定式化と一般化および応用 Apr, 2016 - Mar, 2020 Research on 4-dimensional topology from the viewpoint of graphics and quandle theory Grants-in-Aid for Scientific Research, Japan Society for the Promotion of Science, Apr, 2014 - Mar, 2019 KAMADA SEIICHI カンドル理論と曲面絡み目への応用について Apr, 2013 - Mar, 2016 More Social Activities 22 研究集会「Knots and Related Topics」世話人 Planner Sep 11, 2024 - Sep 12, 2024 科学技術専門家ネットワーク 専門調査員 Official expert, Investigator 文部科学省 科学技術・学術政策研究所 科学技術予測・政策基盤調査研究センター, Apr, 2021 - Mar, 2023 Tokyo Journal Of Mathematics 編集委員 Edit, Others Tokyo Journal Of Mathematics, Apr, 2020 - Mar, 2023 数理科学 2023年3月号 No.717 書評「空間グラフのトポロジー ~ Conway‒Gordonの定理をめぐって ~」 Contributor 数理科学 2023年3月号 No.717, Mar, 2023 出張授業(上智福岡中学高等学校にて) Guest, Performer 上智福岡中学高等学校, Mar 9, 2022 More Other 1 (Licenses)高等学校教諭1種免許状,高等学校教諭専修免許状
Oshiro Kanako (大城 佳奈子) Please select the form format to download from below 「Education and research environment」format 「No. 4, the Ministry of Education document style ①Outline for Vitae」format 「No. 4, the Ministry of Education document style ②Education and research environment」format Profile Information AffiliationAssociate Professor, Faculty of Science and Technology, Department of Information and Communication Sciences, Sophia UniversityDegree博士(理学)(Mar, 2010, 広島大学)修士(理学)(Mar, 2008, 広島大学)学士(理学)(Mar, 2006, 広島大学)Researcher number90609091J-GLOBAL ID201301031430698749researchmap Member ID7000004661External linkhttp://pweb.sophia.ac.jp/oshirok/ Research Interests 1 Knot, Link, Surface-knot, Surface-link, Spatial graph, Handlebody-knot, Quandle algebra, Quandle twisted Alexander invariant, Dehn coloring Research Areas 1 Natural sciences / Geometry / Research History 5 Apr, 2018 - Present Associate Professor, Faculty of Science and Technology Department of Information and Communication Sciences, Sophia University Apr, 2013 - Mar, 2018 Assistant Professor, Faculty of Science and Technology Department of Information and Communication Sciences, Sophia University Apr, 2011 - Mar, 2013 Assistant Professor, Faculty of Science Department of Mathematics, Physics and Computer Science, Japan Women's University Apr, 2010 - Mar, 2011 Hiroshima University, JSPS Research Fellow (PD) Apr, 2008 - Apr, 2010 Hiroshima University, JSPS Research Fellow(DC1) Papers 40 Shade quandle presentations for oriented links Ishii, Atsushi, Kawamura, Kengo, Oshiro, Kanako, Taniguchi, Yuta J. Knot Theory Ramifications, 34(1) Paper No. 2450056., 2025 Peer-reviewed Normalized quandle twisted Alexander invariants Ishii, Atsushi, Oshiro, Kanako Internat. J. Math., 35(5) Paper No. 2450011, 47 pp., 2024 Peer-reviewed Goeritz matrices of spatial graphs related to Dehn colorings with alternating vertex conditions Oshiro, Kanako, Oyamaguchi, Natsumi Kobe J. Math., 41 1-32, 2024 Peer-reviewed The minimum numbers of Dehn colors and local biquandle cocycle invariants Eri Matsudo, Kanako Oshiro, Gaishi Yamagishi 1 4-9, 2023 Minimum numbers of Dehn colors and R-palette graphs Eri Matsudo, Kanako Oshiro, Gaishi Yamagishi 1-3, 2023 More Misc. 3 Minimum numbers of Dehn colors of knots and R-palette graphs Eri Matsudo, Kanako Oshiro, Gaishi Yamagishi arXiv:2501.09941, 2025 Minimum numbers of Dehn colors of knots and symmetric local biquandle cocycle invariants Eri Matsudo, Kanako Oshiro, Gaishi Yamagishi arXiv:2501.09942, 2025 Quandles versus symmetric quandles for oriented links Kanako Oshiro arXiv:2010.09983, 2000 Books and Other Publications 1 Encyclopedia of Knot Theory, Kei and Symmetric Quandles Oshiro Kanako 2021 Presentations 51 Minimum numbers of Dehn colors of knots and symmetric local biquandle cocycle invariants Kanako Oshiro Feb 5, 2025 Invited Normalized quandle twisted Alexander invariants Nov 20, 2024 Invited Dehn彩色の最小彩色数 大城佳奈子 研究集会「Knots and Related Topics」(至:大阪公立大学), Sep 12, 2024 The minimum numbers of Dehn colors and local biquandle cocycle invariants Dec 21, 2022 Normalized quandle twisted Alexander invariants Oct 30, 2022 Invited More Teaching Experience 32 Apr, 2019 - Present 図形の世界 (上智大学) Sep, 2018 - Present 社会の中の数学 (上智大学) Apr, 2013 - Present 卒業研究II (上智大学) Apr, 2013 - Present 卒業研究I (上智大学) Apr, 2013 - Present ゼミナールII (上智大学) Apr, 2013 - Present ゼミナールI (上智大学) Apr, 2013 - Present 幾何学基礎 (上智大学) Apr, 2013 - Present 数学BII(多変数微積) (上智大学) Apr, 2013 - Mar, 2024 情報理工学演習I,II (上智大学) Sep, 2020 - Feb, 2022 結び目理論II (東京女子大学) Apr, 2020 - Aug, 2021 結び目理論I (東京女子大学) Apr, 2020 - Sep, 2020 理工学概説 (上智大学) Sep, 2019 - Mar, 2020 幾何2 (早稲田大学) Apr, 2017 幾何学III(位相不変量) (上智大学) Sep, 2016 - Mar, 2017 数学演習II (上智大学) Apr, 2013 - Mar, 2015 複素関数論 (上智大学) Apr, 2013 - Mar, 2014 位相幾何学AI, AII (東京女子大学) Sep, 2012 - Mar, 2013 数学トピックスII (日本女子大学) Apr, 2012 - Mar, 2013 数学情報ゼミ (日本女子大学) Apr, 2011 - Sep, 2012 基礎数理 (日本女子大学) Apr, 2011 - Sep, 2011 集合・位相I 演習 (日本女子大学) 幾何学I(微分幾何) (上智大学) 結び目理論 (上智大学) 幾何学特論A (上智大学) 数学ゼミナールIA, IIA, IB, IIB (上智大学) 大学院演習IA, IB, IIA, IIB (上智大学) 幾何学特論II (上智大学) 幾何学特論IV (上智大学) 幾何学特論I (上智大学) 情報数理演習II (上智大学) 情報数理演習I (上智大学) 幾何学特論III (上智大学) 1 Professional Memberships 1 日本数学会 Research Projects 8 絡み目に関わる代数系の整理と絡み目不変量の再定式化 Grants-in-Aid for Scientific Research Grant-in-Aid for Scientific Research (C), Japan Society for the Promotion of Science, Apr, 2021 - Mar, 2025 Research on 4-dimensional topology from the viewpoint of graphics and quandle theory Grants-in-Aid for Scientific Research, Japan Society for the Promotion of Science, Apr, 2019 - Mar, 2024 カンドル代数を用いた結び目不変量の再定式化と一般化および応用 Apr, 2016 - Mar, 2020 Research on 4-dimensional topology from the viewpoint of graphics and quandle theory Grants-in-Aid for Scientific Research, Japan Society for the Promotion of Science, Apr, 2014 - Mar, 2019 KAMADA SEIICHI カンドル理論と曲面絡み目への応用について Apr, 2013 - Mar, 2016 More Social Activities 22 研究集会「Knots and Related Topics」世話人 Planner Sep 11, 2024 - Sep 12, 2024 科学技術専門家ネットワーク 専門調査員 Official expert, Investigator 文部科学省 科学技術・学術政策研究所 科学技術予測・政策基盤調査研究センター, Apr, 2021 - Mar, 2023 Tokyo Journal Of Mathematics 編集委員 Edit, Others Tokyo Journal Of Mathematics, Apr, 2020 - Mar, 2023 数理科学 2023年3月号 No.717 書評「空間グラフのトポロジー ~ Conway‒Gordonの定理をめぐって ~」 Contributor 数理科学 2023年3月号 No.717, Mar, 2023 出張授業(上智福岡中学高等学校にて) Guest, Performer 上智福岡中学高等学校, Mar 9, 2022 More Other 1 (Licenses)高等学校教諭1種免許状,高等学校教諭専修免許状