Junpeng Jiao's Homepage
Junpeng Jiao(焦骏鹏)
About me
I am now an assistant professor at Yau Mathematical Sciences Center(YMSC), Tsinghua University(THU)
Email: jiao_jp@tsinghua.edu.cn
Office: Shuangqing Building 510(双清楼510), YMSC, THU, Beijing, China.
Experience
2022.09-2025.09, Postdoc. Yau Mathematical Sciences Center(YMSC), Tsinghua University(THU)
Mentor: Prof. Cauher Birkar
2018.09-2022.07, Doc. The University of Utah, Mathmatical Department
Advisor: Prof. Christopher Hacon
2015.09-2018.08, MA of Mathematics School of Mathematical Science, Peking University
Advisor: Prof. Chenyang Xu(许晨阳).
2011.09-2015.07, BS of Mathematics School of Mathematical Science, Peking University
Research
I am interested in Birational geometry, Minimal model program, and Singularity theory. Specially boundedness in high-dimensional algebraic geometry.
Papers and Preprints
- on the finiteness of ample models
Mathematical Research Letters, vol. 29 (2022) no. 3 article 6 - intlpress.com.
- Boundedness of polarized Calabi-Yau fibrations
J. Differential Geom. 130 (3), 635-675, (July 2025) DOI: 10.4310/jdg/1749495319
- Boundedness of slc degenerations of polarized log Calabi--Yau pairs
Forum of Mathematics, Sigma , Volume 13 , 2025 , e144
- On the boundedness of canonical models
Algebraic & Number Theory, Vol. 19 (2025), No. 11, 2119–2162
- On structures and discrepancies of klt Calabi--Yau pairs
arXiv:2405.13321
- (With Jihao Liu and Lingyao Xie)
On generalized lc pairs with b-log abundant nef part
arXiv:2202.11256
- (With Jingjun Han, Jihao Liu, and Mengchu Li)
Volume of algebraically integrable foliations and locally stable families
Accepted by Transactions of the American Mathematical Society
arXiv:2406.16604
- (With Xiaowei Jiang, and Minzhe Zhu)
Boundedness of Polarized Log Calabi-Yau Fibrations with Bounded Bases
arXiv:2504.05243
- Discreteness of volumes of divisors on Calabi-Yau type varieties
arXiv:2508.05082
- The volume function is upper semicontinuous on families of divisors
arXiv:2504.16676