並河 良典

Last Update: 2015/06/30 19:05:48

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Name(Kanji/Kana/Abecedarium Latinum)
並河 良典/ナミカワ ヨシノリ/Namikawa, Yoshinori
Primary Affiliation(Org1/Job title)
Graduate Schools Science/Professor
Faculty
Org1 Job title
理学部
Contact Address
Type Address(Japanese) Address(English)
Office 京都市左京区北白川追分町 京都大学大学院理学研究科数学教室 Department of Mathematics, Faculty of Science, Kyoto University, Kyoto City, Japan
Academic Organizations You are Affiliated to in Japan
Organization name(Japanese) Organization name(English)
日本数学会 Mathematical Society of Japan
Academic Degree
Field(Japanese) Field(English) University(Japanese) University(English) Method
理学修士 京都大学
博士(理学) 京都大学
Work Experience
Period Organization(Japanese) Organization(English) Job title(Japanese) Job title(English)
1990/04/01-1993/03/31 上智大学理工学部数学教室 Department of Mathematics, Sophia University 助手 Research assistant
1993/04/01-1996/03/31 上智大学理工学部数学教室 Department of Mathematics, Sophia University 講師 Lecturer
1996/04/01-1998/03/31 上智大学理工学部数学教室 Department of Mathematics, Sophia University 助教授 Associate Professor
1998/04/01-2003/03/31 大阪大学大学院理学研究科数学教室 Department of Mathematics, Graduate School of Science, Osaka University 助教授 Associate Professor
2003/04/01-2005/03/31 京都大学大学院理学研究科数学教室 Department of Mathematics, Graduate School of Science, Kyoto University 助教授 Associate Professor
2005/04/01-2008/03/31 大阪大学大学院理学研究科数学教室 Department of Mathematics, Graduate School of Science, Osaka University 教授 Professor
Personal Profile
(Japanese)
代数幾何学、特にカラビヤウ多様体、複素シンプレクティック多様体の研究を行っている。
(English)
My interest is Algebriac Geometry. I am interested in Calabi-Yau varieties and comnplex symplectic varieties.
Language of Instruction
Language
English
researchmap URL
https://researchmap.jp/7000008884
Research Topics
(Japanese)
代数幾何(カラビヤウ多様体、複素シンプレクティック多様体)
(English)
Algebraic Geometry (Calabi-Yau varieties and complex symplectic varieties)
Overview of the research
(Japanese)
双有理幾何、変形理論、導来圏、ポアソン幾何などを用いて、カラビヤウ多様体や 複素シンプレクティック多様体を研究している。
(English)
I am researching Calabi-Yau varieties and complex symplectic varieties by using birational geometry, deformation theory, derived categories and Poisson geometry.
Fields of research (key words)
Key words(Japanese) Key words(English)
カラビヤウ多様体 Calabi-Yau varieties
複素シンプレクティック多様体 Complex symplectic varieties
双有理幾何 Birational geometry
ポアソン変形 Poisson deformation
Published Papers
Author Author(Japanese) Author(English) Title Title(Japanese) Title(English) Bibliography Bibliography(Japanese) Bibliography(English) Publication date Refereed paper Language Publishing type Disclose
Y. Namikawa Y. Namikawa Y. Namikawa On the structure of homogeneous symplectic varieties of complete intersection On the structure of homogeneous symplectic varieties of complete intersection On the structure of homogeneous symplectic varieties of complete intersection Invent. Math. 193, 159-185 (2013) Invent. Math. 193, 159-185 (2013) Invent. Math. 193, 159-185 (2013) 2013 Refereed English Research paper(scientific journal) Disclose to all
Yoshinori Namikawa 並河 良典 Yoshinori Namikawa Birational geometry for nilpotent orbits Birational geometry for nilpotent orbits Birational geometry for nilpotent orbits Adv. Lect. Math. 26 (2013) 1-38 Adv. Lect. Math. 26 (2013) 1-38 Adv. Lect. Math. 26 (2013) 1-38 Refereed English Research paper(scientific journal) Disclose to all
Yoshinori Namikawa 並河 良典 Yoshinori Namikawa Equivalence of symplectic singularities Equivalence of symplectic singularities Equivalence of symplectic singularities Kyoto J. Math. 53 (2013) 483-514 Kyoto J. Math. 53 (2013) 483-514 Kyoto J. Math. 53 (2013) 483-514 Refereed English Research paper(scientific journal) Disclose to all
Yoshinori Namikawa 並河 良典 Yoshinori Namikawa Poisson deformations and birational geometry Poisson deformations and birational geometry Poisson deformations and birational geometry J. Math. Sci. Univ. Tokyo, 22 (2015) 339-359 J. Math. Sci. Univ. Tokyo, 22 (2015) 339-359 J. Math. Sci. Univ. Tokyo, 22 (2015) 339-359 Refereed English Research paper(scientific journal) Disclose to all
Y. Namikawa (with M. Lehn and C. Sorger) Y. Namikawa (with M. Lehn and C. Sorger) Y. Namikawa (with M. Lehn and C. Sorger) Slodowy slices and universal Poisson deformations Slodowy slices and universal Poisson deformations Slodowy slices and universal Poisson deformations Compositio Math. 148, 121-144 (2012) Compositio Math. 148, 121-144 (2012) Compositio Math. 148, 121-144 (2012) Refereed English Research paper(scientific journal) Disclose to all
Y. Namikawa Y. Namikawa Y. Namikawa Poisson deformations of affine symplectic varieties Poisson deformations of affine symplectic varieties Poisson deformations of affine symplectic varieties Duke Math. J. 156, 51-85 (2011) Duke Math. J. 156, 51-85 (2011) Duke Math. J. 156, 51-85 (2011) Refereed English Research paper(scientific journal) Disclose to all
Title language:
Conference Activities & Talks
Title Title(Japanese) Title(English) Conference Conference(Japanese) Conference(English) Promotor Promotor(Japanese) Promotor(English) Date Language Assortment Disclose
A finiteness theorem for symplectic singularities[Invited] A finiteness theorem for symplectic singularities [Invited] A finiteness theorem for symplectic singularities [Invited] Representation theory and geometry of symplectic resolutions, Northeastern Univ. USA Representation theory and geometry of symplectic resolutions, Northeastern Univ., USA Representation theory and geometry of symplectic resolutions, Northeastern Univ. USA 2015/05 English Oral presentation(invited, special) Disclose to all
A characterization of nilpotent varieties of complex semisimple Lie algebras[Invited] A characterization of nilpotent varieties of complex semisimple Lie algebras [Invited] A characterization of nilpotent varieties of complex semisimple Lie algebras [Invited] Complex geometry and Lie groups, Univ. Torino, Italy Complex geometry and Lie groups, Univ. Torino, Italy Complex geometry and Lie groups, Univ. Torino, Italy 2014/06 English Oral presentation(invited, special) Disclose to all
Poisson deformations and Mori dream spaces[Invited] Poisson deformations and Mori dream spaces [Invited] Poisson deformations and Mori dream spaces [Invited] Classification of algebraic varieties and related topics, Cetraro, Italy Classification of algebraic varieties and related topics, Cetraro, Italy Classification of algebraic varieties and related topics, Cetraro, Italy 2013/09/12 English Oral presentation(invited, special) Disclose to all
Symplectic varities of complete intersection and contact geometry[Invited] Symplectic varities of complete intersection and contact geometry [Invited] Symplectic varities of complete intersection and contact geometry [Invited] Hyperkahler geometry Hyperkahler geometry Hyperkahler geometry Simons centre, Stony Brook, USA Simons centre, Stony Brook, USA 2012/11/02 English Oral presentation(invited, special) Disclose to all
On the structure of homogeneous symplectic varieties of complete intersection[Invited] On the structure of homogeneous symplectic varieties of complete intersection [Invited] On the structure of homogeneous symplectic varieties of complete intersection [Invited] Singularities Singularities Singularities Oberwolfach Math Institute, Germany Oberwolfach Math Institute, Germany 2012/09/27 English Oral presentation(invited, special) Disclose to all
Symplectic varieties of complete intersection and contact geometry[Invited] Symplectic varieties of complete intersection and contact geometry [Invited] Symplectic varieties of complete intersection and contact geometry [Invited] Representation theory and symplectic algebraic geometry Representation theory and symplectic algebraic geometry Representation theory and symplectic algebraic geometry CIRS, Luminy, France CIRS, Luminy, France 2012/07/09 English Oral presentation(invited, special) Disclose to all
Symplectic varieties of complete intersection and contact geometry[Invited] Symplectic varieties of complete intersection and contact geometry [Invited] Symplectic varieties of complete intersection and contact geometry [Invited] Holomorphic symplectic manifolds and moduli spaces Holomorphic symplectic manifolds and moduli spaces Holomorphic symplectic manifolds and moduli spaces Fourier Institute, Grenpble, France Fourier Institute, Grenpble, France 2012/06/12 English Oral presentation(invited, special) Disclose to all
On the structure of homogeneous symplectic varieties of complete intersection[Invited] On the structure of homogeneous symplectic varieties of complete intersection [Invited] On the structure of homogeneous symplectic varieties of complete intersection [Invited] Advances in hyperkahler and holomorphic symplectic geometry Advances in hyperkahler and holomorphic symplectic geometry Advances in hyperkahler and holomorphic symplectic geometry Banff International Research Station, Canada Banff International Research Station, Canada 2012/03/13 English Oral presentation(invited, special) Disclose to all
Title language:
Awards
Title(Japanese) Title(English) Organization name(Japanese) Organization name(English) Date
代数学賞 Algebra Prize 日本数学会 Mathematical Society of Japan 2008/03/26
建部賞 Takebe Prize 日本数学会 Mathematical Society of Japan 1996/10/01
External funds: competitive funds and Grants-in-Aid for Scientific Research (Kakenhi)
Type Position Title(Japanese) Title(English) Period
基盤研究(B) Representative 複素シンプレクティック多様体の幾何 The geometry of complex symplectic varieties 2009-2012
基盤研究(B) Representative 複素シンプレクティック多様体の研究 Complex symplectic varieties 2006/04/01-2009/03/31
基盤研究(B) Representative シンプレクティック代数幾何 2013-2016
基盤研究(B) Representative シンプレクティック代数幾何 (平成26年度分) 2014/04/01-2015/03/31
Teaching subject(s)
Name(Japanese) Name(English) Term Department Period
数学基盤研究 代数学C 前期 理学研究科 2011/04-2012/03
数学基盤研究 代数学D 後期 理学研究科 2011/04-2012/03
代数学I 前期 理学部 2011/04-2012/03
数学講究 通年 理学部 2011/04-2012/03
数学講究 Mathematics seminary 通年 理学部 2012/04-2013/03
代数学特論I Advanced Algebra I 後期 理学部 2013/04-2014/03
線形代数学A Linear Algebra A 前期 全学共通科目 2013/04-2014/03
線形代数学B Linear Algebra B 後期 全学共通科目 2013/04-2014/03
代数学入門 Introduction to Algebra 後期 理学部 2014/04-2015/03
代数幾何学 Algebraic Geometry 前期 理学部 2014/04-2015/03
代数幾何学数学先端研究A Seminar on Algebraic Geometry A 前期 理学研究科 2014/04-2015/03
代数幾何学数学先端研究B Seminar on Algebraic Geometry B 後期 理学研究科 2014/04-2015/03
代数幾何学数学先端研究C Seminar on Algebraic Geometry C 前期 理学研究科 2014/04-2015/03
代数幾何学数学先端研究D Seminar on Algebraic Geometry D 後期 理学研究科 2014/04-2015/03
数学基盤研究 代数学A Seminar on Algebra A 前期 理学研究科 2014/04-2015/03
数学基盤研究 代数学B Seminar on Algebra B 後期 理学研究科 2014/04-2015/03
代数幾何学 Algebraic Geometry 前期 理学研究科 2014/04-2015/03
線形代数学続論 Advanced Linear Algebra 前期 全学共通科目 2014/04-2015/03
代数学I Algebra I 前期 理学部 2015/04-2016/03
代数幾何学数学先端研究A Seminar on Algebraic Geometry A 前期 理学研究科 2015/04-2016/03
代数幾何学数学先端研究B Seminar on Algebraic Geometry B 後期 理学研究科 2015/04-2016/03
代数幾何学数学先端研究C Seminar on Algebraic Geometry C 前期 理学研究科 2015/04-2016/03
代数幾何学数学先端研究D Seminar on Algebraic Geometry D 後期 理学研究科 2015/04-2016/03
数学基盤研究 代数学C Seminar on Algebra C 前期 理学研究科 2015/04-2016/03
数学基盤研究 代数学D Seminar on Algebra D 後期 理学研究科 2015/04-2016/03
数学講究 Mathematics seminary 通年 理学部 2015/04-2016/03

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