孙浩教师主页

孙浩 (6) 基本信息 性别：男 聘任技术职务：教授 学历：博士研究生毕业 联系电话： 电子邮箱：hsun@shnu.edu.cn 通讯地址： 部门：数理学院 学位：理学博士学位 毕业院校：华东师范大学 办公地址： 研究方向 我的研究方向是代数几何，主要关心GIT stability, Bridgeland stability等稳定性的研究和它们在双有理几何中的应用。个人主页: https://www.researchgate.net/profile/Hao_Sun28https://sites.google.com/view/hao-max-sunMy arXiv personal page: arxiv.org/a/sun_h_2 My ORCID personal page: orcid.org/0000-0002-8854-623X My Mathscinet personal page: mathscinet.ams.org/mathscinet/search/author.html?mrauthid=922907教育经历：2001年-2005年 天津大学    化学与应用化学  本科2005年-2010年 华东师范大学  基础数学     博士工作经历：2010年-2014年 华中师范大学 数学系2014年至今  上海师范大学  数学系Publications and Preprints:[1]Stability conditions on fibred threefolds. arXiv:2201.13251.[2]Stability conditions on threefolds with vanishing Chern classes. arXiv:2006.00756.[3](With Rong Du) Inequalities of Chern classes on nonsingular projective n-folds of Fano and generaltype with ample canonical bundle. arXiv:1712.03458 (to appear in the Journal of Differential Geometry).[4]Bogomolov's inequality for product type varieties in positive characteristic. arXiv:1907.08378 (to appear in the Journal of the Mathematical Society of Japan).[5](With Xin Lu) Corrigendum to: Slopes of non-hyperelliptic fibrations in positive characteristic. Int. Math. Res. Not. IMRN (2021), no. 13, 10408.[6](With Meirav Amram, Moshe Cohen and Mina Teicher) The height of a permutation and applications to distance between real line arrangements. Turkish J. Math. 44 (2020), no. 6, 2041--2061.[7](With Maoan Han and Zalman Balanov) Upper estimates for the number of periodic solutions to multi-dimensional systems. J. Differential Equations 266 (2019), no. 12, 8281--8293.[8]Tilt-stability, vanishing theorems and Bogomolov-Gieseker type inequalities. Advances in Mathematics 347(2019), 677--707.[9]Arithmetic genus of integral space curves. Czechoslovak Math. J. 68(143) (2018), no. 4, 1079--1089.[10](With Xiaotao Sun and Mingshuo Zhou) Remarks on Xiao's approach of slope inequalities. Asian J. Math. 22 (2018), no. 4, 691--703.[11](With Cheng Gong) An inequality on the Hodge number h^{1,1} of a fibration and the Mordell-Weil rank. Turkish J. Math. 42 (2018), no. 2, 578--585.[12](With Xin Lu) Slopes of Non-hyperelliptic Fibrations in Positive Characteristic. Int. Math. Res. Not. IMRN (2017), no.4, 1155--1178.[13](With Meirav Amram, Moshe Cohen, Mina Teicher, Fei Ye and Anna Zarkh) Combinatorial symmetry of line arrangements and applications. Topology Appl. 193 (2015), 226--247.[14](With Zhi Jiang) Cohomological support loci of varieties of Albanese fiber dimension one. Trans. Amer. Math. Soc. 367 (2015), no. 1, 103--119.[15]Pluricanonical maps of varieties of Albanese fiber dimension two. Math. Z. 277 (2014), no. 3--4, 739--747.[16]On the Clifford theorem for surfaces. Tohoku Math. J. 64 (2012), no. 2, 269--285.[17]On the Cayley-Bacharach property and the construction of vector bundles. Sci. China Math. 54 (2011), 1891--1898.[18]A Noether type inequality. Front. Math. China 6 (2011), no. 1, 155--159.[19](with B.S. Liu, L. Jiang and C.T. Au) XPS, XAES, and TG/DTA characterization of deposited carbon inmethane dehydroaromatization over Ga–Mo/ZSM-5 catalyst. Applied Surface Science 253 (2007), 5092--5100. 学术成果（以下信息源于科研管理系统） 论文 [1] 孙浩. Pluricanonical maps of varieties of Albanese fiber dimension two. MATHEMATISCHE ZEITSCHRIFT,2014,277(3-4):739-747. [2] 江智,孙浩. Cohomological support loci of varieties of Albanese fiber dimension one. TRANSACTIONS OF THE AMERICAN MATHEMATICAL SOCIETY,2015,367(1):103-119. [3] Xin Lu,孙浩. Slopes of Non-hyperelliptic Fibrations in Positive Characteristic. INTERNATIONAL MATHEMATICS RESEARCH NOTICES,2016,2016(00):1-24. [4] 孙浩,Sun Xiaotao,Zhou Mingshuo. Remarks on Xiao's approach of slope inequalities. ASIAN JOURNAL OF MATHEMATICS,2018,22(4):691-704. [5] Cheng Gong,孙浩. An inequality on the Hodge number h11 of a fibration and Mordell-Weil rank. TURKISH JOURNAL OF MATHEMATICS,2018,42(2):578-585. [6] 孙浩. Arithmetic genus of integral space curves. CZECHOSLOVAK MATHEMATICAL JOURNAL,2018,68(4):1079-1089. [7] 孙浩. Tilt-stability, vanishing theorems and Bogomolov-Gieseker type inequalities. ADVANCES IN MATHEMATICS,2019,347(30):677-707. [8] Meirav Amram,孙浩,Moshe COHEN,Mina TEICHER. The height of a permutation and applications to distance between real line arrangements. Turkish Journal of Mathematics,2020,44(6):2041-2061. [9] 孙浩. Bogomolov's inequality for product type varieties in positive characteristic. JOURNAL OF THE MATHEMATICAL SOCIETY OF JAPAN,2022,2022(2022):1-22，doi: 10.2969/jmsj/87338733. [10] 杜荣,孙浩. Inequalities of Chern classes on nonsingular projective n-folds with ample canonical or anti-canonical line bundles. JOURNAL OF DIFFERENTIAL GEOMETRY,2022,122(3):377-398. 科研项目 [1] 孙浩.国家自然科学基金（青年科学基金项目）:不正则簇的几何与拓扑,结题. [2] 孙浩.校一般科研项目:不正则簇的几何,结题. [3] 孙浩.国家自然科学基金（面上项目）:Bridgeland稳定条件及其应用,结题. [4] 孙浩.国家自然科学基金（面上项目）:三维簇纤维化上的稳定条件,在研. [5] 孙浩.校一般科研项目（高水平论文培育):三维Calabi-Yau纤维化上的稳定条件,在研. [6] 孙浩.上海市自然科学基金:纤维化上的稳定条件,在研. 教学工作 教职工课程信息开课学年开课学期课程名称2023-20241高等代数与解析几何I2022-20232高等几何2022-20231高等代数与解析几何III2021-20222高等代数与解析几何Ⅱ2021-20221高等代数与解析几何Ⅰ2020-20212高等几何2020-20211高等代数与解析几何Ⅲ2019-20202高等代数与解析几何II2019-20201高等代数与解析几何I2018-20192高等几何2018-20191高等代数与解析几何Ⅲ2016-20171高等代数与解析几何Ⅲ2016-20172初等数论2023-20242高等代数与解析几何II2017-20181高等代数与解析几何I2017-20182高等代数与解析几何II 荣誉奖励 上海师范大学教师教学竞赛三等奖华中师范大学数统学院教师教学竞赛二等奖 社会兼职 美国数学会评论员