Research Interests
Complex dynamics in higher-dimension; dynamics of holomorphic correspondences;
equidistribution of periodic points; pluripotential theory.
Publications and Preprints
Level of AI's contribution1:
* AI played only a supporting role. |
** The authors used AI to refine their own ideas. |
*** AI provided the main ideas.
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***Equidistribution of saddle periodic points for automorphisms on compact Kähler manifolds
with Qi Zhou. 2026.
arXiv
/
PDF
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Green currents of holomorphic correspondences on compact Kähler manifolds
with Marco Vergamini. 2026.
arXiv
/
PDF
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Equidistribution of saddle periodic points for Hénon-like maps
with Qi Zhou. accepted by J. Eur. Math. Soc.
arXiv
/
PDF
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Equidistribution of graphs of holomorphic correspondences
Proc. Amer. Math. Soc. 153 (2025), 2579–2589.
arXiv
/
PDF
1 These classifications are based on my own criteria.
For details on AI use, please refer to each paper.
Talks
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Analysis, Dynamics and Geometry Seminar
Sept. 2025
Université d'Orléans, Orléans
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Rencontre de l'ANR DynAtrois
Sept. 2025
Institut de Mathématiques de Bourgogne, Dijon
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Complex Geometry & Dynamics @ Lille 2025
Sept. 2025
Université de Lille, Lille
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Geometry Seminar
Jul. 2025
Università di Pisa, Pisa
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Complex Geometry, Complex Analysis and Dynamics
Jul. 2025
15-minute short talk, CIRM, Marseille
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Geometry, Topology and Dynamics Seminar
Mar. 2025
National University of Singapore, Singapore
Teaching
National University of Singapore,
Teaching Assistant
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MA1521: Calculus for Computing
Fall 2025
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MA1521: Calculus for Computing
Spring 2025
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MA2101: Linear Algebra II
Spring 2024
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MA1521: Calculus for Computing
Spring 2023