Sébastien Palcoux
副研究员团队: 量子对称
办公室: A3-3a-306
邮箱: sebastienpalcoux@bimsa.cn
研究方向: 量子代数
个人主页: https://sites.google.com/view/sebastienpalcoux
个人简介
2010年,获得马赛数学研究所(I2M)博士学位;2014-2016年,在印度数学科学研究所(IMSc)做博士后研究;2019年,在清华大学丘成桐数学科学中心(YMSC)担任为期一年的访问学者;2020-2024年,在BIMSA助理研究员 ;2024年至今,在BIMSA副研究员 。<br><br>主要研究领域包括量子代数、量子对称性、子因子、平面代数和融合范畴。在《Advances in Mathematics》、《Quantum Topology》、《IMRN》等期刊发表过论文。
教育经历
- 2003 - 2004 艾克斯-马赛大学 数学 硕士 Toeplitz index and cyclic cohomology (Supervisor: Michael Puschnigg)
- 2004 - 2005 艾克斯-马赛大学 数学 硕士 Atiyah-Singer index theorem (Supervisor: Antony Wassermann)
- 2005 - 2009 艾克斯-马赛大学 数学 博士 Unitary discrete series, characters, Connes fusion and subfactors for the Neveu-Schwarz algebra (Supervisor: Antony Wassermann)
工作经历
- 2020 - 北京雁栖湖应用数学研究院 Assistant Professor
- 2019 - 2020 清华大学 访问学者
- 2017 - 牛顿数学科学研究所 访问学者 Operator Algebras: Subfactors and their applications
- 2016 - 2016 豪斯多夫数学研究所 访问学者 von Neumann algebras Trimester
- 2015 - 印度统计研究所 访问学者 with P. Das, S. Ghosh and J. Bowmick
- 2014 - 2014 范德堡大学 访问学者 with D. Bisch and V. Jones
- - 数学科学研究所 博士后 Chennai/Madras (India) with V.S. Sunder
荣誉与奖项
- 2024 中国国家自然科学基金委员会(NSFC),面上项目(资助号:12471031) 2025年1月1日 ~ 2028年12月31日
- 2022 外国青年人才计划,中国科学技术部
- 2022 Invited speaker at ICCM 2022
出版物
- [1] Sebastian Burciu, Sebastien Palcoux, Structure constants, Isaacs property and Extended-Haagerup fusion categories, accepted by Communications in Algebra (2024)
- [2] Max A. Alekseyev, Winfried Bruns, Sebastien Palcoux, Fedor V. Petrov, Classification of integral modular data up to rank 13 , arXiv:2302.01613 (2024)
- [3] Linzhe Huang , Zhengwei Liu, Sebastien Palcoux, Jinsong Wu, Complete Positivity of Comultiplication and Primary Criteria for Unitary Categorification, International Mathematics Research Notices, 2024(1), 817–860 (2024)
- [4] Sebastian Burciu, Sebastien Palcoux, Burnside type results for fusion categories, arXiv:2302.07604 (2023)
- [5] Zhengwei Liu, Sebastien Palcoux, Yunxiang Ren, Interpolated family of non group-like simple integral fusion rings of Lie type, Internat. J. Math., 34(2023), 6
- [6] Zhengwei Liu, Sebastien Palcoux, Yunxiang Ren, Classification of Grothendieck rings of complex fusion categories of multiplicity one up to rank six , Letters in Mathematical Physics, 112(54) (2022)
- [7] Zhengwei Liu, Sebastien Palcoux, Yunxiang Ren, Triangular prism equations and categorification, arXiv:2303.06522(2022)
- [8] Zhengwei Liu, Sebastien Palcoux, Jinsong Wu, Fusion Bialgebras and Fourier Analysis: Analytic obstructions for unitary categorification, Advances in Mathematics, 390(2021), 107905
- [9] Sebastien Palcoux, Ore's theorem on subfactor planar algebras, Quantum Topology, 11(2020), no.3, 525-543
- [10] Andrea Lucchini, Mariapia Moscatiello, Sebastien Palcoux and Pablo Spiga, Boolean lattices in finite alternating and symmetric groups, Forum Math. Sigma, 8(2020), E55
- [11] Sebastien Palcoux, Pablo Spiga, The Boolean intervals of Chevalley type are strongly non group-complemented, arXiv:1911.06076 (2019)
- [12] Dual Ore's theorem on distributive intervals of finite groups, J. Algebra, 505 (2018), 279-287.
- [13] Ore's theorem for cyclic subfactor planar algebras and beyond, Pacific J. Math. 292-1 (2018), 203-221.
- [14] Euler totient of subfactor planar algebras, Proc. Am. Math. Soc., 146 (2018), no. 11, 4775–4786.
- [15] On Boolean intervals of finite groups (with Mamta Balodi), J. Combin. Theory Ser. A 157 (2018), 49-69.
- [16] Dual Ore's theorem for distributive intervals of small index, arXiv:1610.07253, 15pp
- [17] Ore's theorem for cyclic subfactor planar algebras and application, arXiv:1505.06649, 50pp
- [18] Spectral triples for finitely presented groups, index 1, arXiv:1011.4436, 6pp
- [19] Spectral triples for finitely generated groups, index 0, arXiv:1010.5221, 7pp
- [20] The type III manufactory, arXiv:1011.2827, 9pp
- [21] Neveu-Schwarz and operator algebras III: Subfactors and Connes fusion, arXiv:1010.0076, 54pp
- [22] Neveu-Schwarz and operator algebras II: Unitary series and characters, arXiv:1010.0077, 30pp
- [23] Neveu-Schwarz and operator algebras I: Vertex operator superalgebra, arXiv:1010.0078, 40pp
更新时间: 2024-11-01 14:42:53