英文
部门：数理学院
聘任技术职务：教授
学位：理学博士学位
学历：博士研究生毕业
毕业院校：华东师范大学
联系电话：
电子邮箱：hsun@shnu.edu.cn
办公地点：
通讯地址：

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_Sun28

https://sites.google.com/view/hao-max-sun



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 general

type 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 in

methane dehydroaromatization over Ga–Mo/ZSM-5 catalyst. Applied Surface Science 253 (2007), 5092--5100.


学术成果

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I
2022-20232高等几何
2022-20231高等代数与解析几何Ⅲ
2021-20222高等代数与解析几何Ⅱ
2021-20221高等代数与解析几何Ⅰ
2020-20212高等几何
2020-20211高等代数与解析几何Ⅲ
2019-20202高等代数与解析几何Ⅱ
2019-20201高等代数与解析几何I
2018-20192高等几何
2018-20191高等代数与解析几何Ⅲ
2016-20171高等代数与解析几何Ⅲ
2016-20172初等数论
2023-20242高等代数与解析几何Ⅱ
2017-20181高等代数与解析几何I
2017-20182高等代数与解析几何Ⅱ
2024-20251高等代数与解析几何Ⅲ
2024-20252高等几何

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

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