平野 雄貴

Last Update: 2019/09/12 01:25:10

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Name(Kanji/Kana/Abecedarium Latinum)
平野 雄貴/ヒラノ ユウキ/Hirano, Yuki
Primary Affiliation(Org1/Job title)
Graduate Schools Science/Assistant Professor
Academic Degree
Field(Japanese) Field(English) University(Japanese) University(English) Method
東京修士(理学) 首都大学
東京博士(理学) 首都大学
researchmap URL
https://researchmap.jp/7000019592
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
Yuki Hirano 平野 雄貴 Yuki Hirano Relative singular locus and Balmer spectrum of matrix factorizations Relative singular locus and Balmer spectrum of matrix factorizations Relative singular locus and Balmer spectrum of matrix factorizations Transactions of the American Mathematical Society, 371, 7, 4993-5021 Transactions of the American Mathematical Society, 371, 7, 4993-5021 Transactions of the American Mathematical Society, 371, 7, 4993-5021 2019/04 Refereed English Research paper(scientific journal) Disclose to all
Yuki Hirano, Michael Wemyss 平野 雄貴, Michael Wemyss Yuki Hirano, Michael Wemyss Faithful actions from hyperplane arrangements Faithful actions from hyperplane arrangements Faithful actions from hyperplane arrangements Geometry and Topology, 22, 6, 3395-3433 Geometry and Topology, 22, 6, 3395-3433 Geometry and Topology, 22, 6, 3395-3433 2018/09 Refereed English Research paper(scientific journal) Disclose to all
Yuki Hirano 平野 雄貴 Yuki Hirano Derived Körrer periodicity and Orlov's theorem for gauged Landau-Ginzburg models Derived Körrer periodicity and Orlov's theorem for gauged Landau-Ginzburg models Derived Körrer periodicity and Orlov's theorem for gauged Landau-Ginzburg models Compositio Mathematica, 153, 5, 973-1007 Compositio Mathematica, 153, 5, 973-1007 Compositio Mathematica, 153, 5, 973-1007 2017/05 Refereed English Research paper(scientific journal) Disclose to all
Yuki Hirano 平野 雄貴 Yuki Hirano Equivalences of derived factorization categories of gauged Landau–Ginzburg models Equivalences of derived factorization categories of gauged Landau–Ginzburg models Equivalences of derived factorization categories of gauged Landau–Ginzburg models Advances in Mathematics, 306, 200-278 Advances in Mathematics, 306, 200-278 Advances in Mathematics, 306, 200-278 2017/01 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
Stability conditions for 3-fold flops[Invited] Stability conditions for 3-fold flops [Invited] Stability conditions for 3-fold flops [Invited] Tiliting Theory, Singularity Categories, & Noncommutative Resolutions Tiliting Theory, Singularity Categories, & Noncommutative Resolutions Tiliting Theory, Singularity Categories, & Noncommutative Resolutions 2019/09 English Oral presentation(general) Disclose to all
Derived factorization categories of non-Thom--Sebastiani-type sum of potentials[Invited] Derived factorization categories of non-Thom--Sebastiani-type sum of potentials [Invited] Derived factorization categories of non-Thom--Sebastiani-type sum of potentials [Invited] Interaction between Algebraic Geometry and QFT Interaction between Algebraic Geometry and QFT Interaction between Algebraic Geometry and QFT 2019/06 English Oral presentation(general) Disclose to all
Derived factorization categories of non-Thom--Sebastiani-type sum of potentials[Invited] Derived factorization categories of non-Thom--Sebastiani-type sum of potentials [Invited] Derived factorization categories of non-Thom--Sebastiani-type sum of potentials [Invited] Categorical and Analytic Invariants in Algebraic Geometry Ⅵ Categorical and Analytic Invariants in Algebraic Geometry Ⅵ Categorical and Analytic Invariants in Algebraic Geometry Ⅵ 2018/11 English Disclose to all
Derived factorization categories of non-Thom--Sebastiani-type sum of potentials[Invited] Derived factorization categories of non-Thom--Sebastiani-type sum of potentials [Invited] Derived factorization categories of non-Thom--Sebastiani-type sum of potentials [Invited] Matrix Factorization and Mirror Symmetry Matrix Factorization and Mirror Symmetry Matrix Factorization and Mirror Symmetry 2018/10 English Disclose to all
Derived factorization categories and Kn ̈orrer periodicity I,II[Invited] Derived factorization categories and Kn ̈orrer periodicity I,II [Invited] Derived factorization categories and Kn ̈orrer periodicity I,II [Invited] 第 21 回静岡代数学セミナー 第 21 回静岡代数学セミナー 2017/12 Japanese Disclose to all
Relative singular locus and matrix factorizations[Invited] Relative singular locus and matrix factorizations [Invited] Relative singular locus and matrix factorizations [Invited] Matrix factorizations and related topics Matrix factorizations and related topics Matrix factorizations and related topics 2017/07 English Disclose to all
Relative singular locus and matrix factorizations Relative singular locus and matrix factorizations Relative singular locus and matrix factorizations 第22回代数学若手研究会 第22回代数学若手研究会 2017/03 Japanese Disclose to all
Faithful actions from hyperplane arrangements[Invited] Faithful actions from hyperplane arrangements [Invited] Faithful actions from hyperplane arrangements [Invited] Derived category and birational geometry Derived category and birational geometry Derived category and birational geometry 2017/02 English Disclose to all
Derived Kn ̈orrer periodicity and Orlov’s theorem for gauged Landau- Ginzburg models[Invited] Derived Kn ̈orrer periodicity and Orlov’s theorem for gauged Landau- Ginzburg models [Invited] Derived Kn ̈orrer periodicity and Orlov’s theorem for gauged Landau- Ginzburg models [Invited] Miyako no Seihoku Algebraic Geometry Symposium 都の西北代数幾何シンポジウム Miyako no Seihoku Algebraic Geometry Symposium 2016/11 Japanese Disclose to all
Derived Kn ̈orrer periodicity and Orlov’s theorem for gauged Landau- Ginzburg models[Invited] Derived Kn ̈orrer periodicity and Orlov’s theorem for gauged Landau- Ginzburg models [Invited] Derived Kn ̈orrer periodicity and Orlov’s theorem for gauged Landau- Ginzburg models [Invited] Kinosaki Algebraic Geometry Symposium 2016 城崎代数幾何シンポジウム 2016 Kinosaki Algebraic Geometry Symposium 2016 2016/10 English Disclose to all
Equivalences of derived factorization categories of gauged Landau- Ginzburgmodels[Invited] Equivalences of derived factorization categories of gauged Landau- Ginzburgmodels [Invited] Equivalences of derived factorization categories of gauged Landau- Ginzburgmodels [Invited] Mirror Symmetry and Algebraic Geometry 2015 Mirror Symmetry and Algebraic Geometry 2015 Mirror Symmetry and Algebraic Geometry 2015 2015/12 English Disclose to all

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Title language:
External funds: competitive funds and Grants-in-Aid for Scientific Research (Kakenhi)
Type Position Title(Japanese) Title(English) Period
研究活動スタート支援 Representative 高次行列因子化圏の研究 (平成29年度分) 2017/04/01-2018/03/31
研究活動スタート支援 Representative 高次行列因子化圏の研究 (平成30年度分) 2018/04/01-2019/03/31
Teaching subject(s)
Name(Japanese) Name(English) Term Department Period
代数学演義II Exercises in Algebra II 後期 理学部 2017/04-2018/03
線形代数学(講義・演義)B Linear Algebra with Exercises B 後期 全学共通科目 2017/04-2018/03
代数学演義I Exercises in Algebra I 前期 理学部 2018/04-2019/03
代数学特論I Advanced Algebra I 後期 理学部 2018/04-2019/03
代数学特論B Topics in Algebra B 後期 理学研究科 2018/04-2019/03
線形代数学(講義・演義)A Linear Algebra with Exercises A 前期 全学共通科目 2018/04-2019/03
代数学特論D Topics in Algebra D 後期 理学研究科 2019/04-2020/03