Home of Haidong Liu

Upcoming:

*3, Hubei Minzu University, China, Jul., 2024.

2, Shandong University, China, The 4th National Algebraic Geometry Conference, Jul. 15-19, 2024.

1, Beijing Normal University, China, Mini-workshop on Number Theory and Algebraic Geometry at CNU, Jun. 20-22, 2024.

2023

13, On Miyaoka type and Kawamata-Miyaoka type inequalities, Algebraic geometry seminar (online), University of Nottingham, England, Dec. 7, 2023. 

12, On Kawamata-Miyaoka type inequality, Algebraic geometry seminar, Tokyo University, Japan, Nov. 24, 2023.

11, On Kawamata-Miyaoka type inequality, Algebraic geometry seminar, Nagoya University, Japan, Nov. 17, 2023.

10, On Kawamata-Miyaoka type inequality, Algebraic geometry seminar, Kyoto University, Japan, Nov. 13, 2023.

9, On Kawamata-Miyaoka type inequality, Algebraic geometry seminar (online), Chongqing University of Technology, China, Oct. 19, 2023.

8, Boundedness of B-pluricanonical representations and indices of log Calabi-Yau pairs, Conference on Algebraic Geometry and Number Theory in East China Normal University 2023, East China Normal University, China, Sep. 22-24, 2023.

7, The ampleness conjecture on K-trivial fourfolds, Recent Developments in Algebraic Geometry, Arithmetic and Dynamics Part 2 (workshop week), National University of Singapore, Singapore, Aug. 14-Sep. 1, 2023.

6, On Miyaoka type inequality, 2023 Kunming Tianyuan Algebraic Geometry Conference, Tianyuan Mathematical Center in Kunming, China, Aug. 7-11, 2023.

5, Campana-Peternell's conjecture in dimension 4, Birational Algebraic Geometry Workshop, Chongqing University of Technology, China, Jun. 2-4, 2023.

4, On Oguiso's conjecture, Algebraic geometry seminar (online), Tsinghua University, China, May. 18, 2023. 

3, On Campana-Peternell's conjecture in dimension 4, Conference on Algebraic Geometry and Related Topics in Nanjing, Nanjing University, China, May. 8-12, 2023.  

2, On a type of Miyaoka type inequality for terminal threefolds with nef anti-canonical divisors, Workshop on Explicit Birational Geometry, Fudan University, China, Apr. 21-23, 2023. 

1, On Campana-Peternell's conjecture in dimension 4, Southeastern Algebraic Geometry Symposium IV, Southern University of Science and Technology, China, Apr. 7-9, 2023.  

2022

4, Rational curves on Calabi-Yau/hyperkahler manifolds, Algebraic geometry seminar (online), Chinese Academy of Sciences, China, Oct. 27, 2022. 

3, On strictly nef divisors on K-trivial threefolds and fourfolds, Algebraic geometry seminar (online), Beihang University, China, Oct. 12, 2022.  

2, The ampleness conjecture in dimension 4, Algebraic geometry seminar (online), Shanghai Jiaotong University, China, Jun. 1, 2022.  

1, Some Recent Progress on Serrano’s Conjecture, Differential geometry seminar (online), Peking University, China, May. 11, 2022.  

2021

4, A snapshot of Serrano's conjecture, Algebraic geometry seminar (online), Shanghai Center for Mathematical Sciences, China, Dec. 1, 2021. 

3, On Generalized Abundance Conjecture and Ampleness Conjecture, Algebraic geometry seminar, Shanghai Center for Mathematical Sciences, China, Jun. 25, 2021.

2, On Generalized Abundance Conjecture and Ampleness Conjecture, Algebraic geometry seminar, Soochow University, China, Jun. 23, 2021. 

1, On Generalized Abundance, Algebraic geometry seminar, Chinese Academy of Sciences, China, May. 18, 2021.  

2020

1, On general canonical bundle formulas and finite generation conjecture, Algebraic geometry seminar (online), University of Science and Technology of China, China, Jul. 10, 2020. 

2019

5, On the canonical bundle formula and the quasi-log canonical theory, Algebraic geometry seminar, Peking University, China, Nov. 12, 2019.

4, On the log canonical ring of projective plt pairs with the Kodaira dimension two, Suzhou Youth Forum on Algebraic Geometry, Soochow University, China, Oct. 17-20, 2019.

3, On the log canonical ring of projective plt pairs with the Kodaira dimension two, PKU-KUL joint Algebraic Geometry Workshop, Peking University, China, Sep. 2-4, 2019.  

2, On the log canonical ring of projective plt pairs with the Kodaira dimension two, Younger generations in Algebraic and Complex Geometry VI, Okayama University, Japan, Aug. 5-8, 2019.

1, Fujita-type freeness for quasi-log canonical pairs in dimension <=3, Algebraic geometry seminar, Chinese Academy of Sciences, China, Apr. 12, 2019.

Doctoral period

3, Quasi-log canonical singularities are Du Bois, Algebraic geometry seminar, Xiamen University, China, Apr. 16, 2018.

2, On normalization of quasi-log canonical pairs, K3 Surfaces and Related Topics (Poster session), Nagoya University, Japan, Dec. 19-21, 2017.

1, Angehrn-Siu type effective freeness for quasi-log canonical pairs, Kinosaki Symposium of Algebraic Geometry (Poster session), Kinosaki, Japan, Oct. 17-21, 2016.