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Inaugurated on December 17, 2017, the Institute for Advanced Study in Mathematics at Zhejiang University aims to provide a tranquil and stimulating environment in which mathematicians from all corners of the world can get together to work, think, and exchange ideas. The Institute has a substantial annual budget provided by Zhejiang University, supplemented by donations and government grants. Surrounded by a lovely forest garden, the institute’s newly-renovated interim building has a usable...
8.17-8.22
湘湖院士岛
朱艺航 Yihang Zhu（清华大学）
数学高等研究院报告厅
何维勇Weiyong He（俄勒冈大学）
数学高等研究院报告厅
2025.8.3-8.8
湘湖院士岛
Ngô Bảo Châu (University of Chicago)
Lecture Hall of IASM, ZJU
2025.7.27-8.1
湘湖院士岛
陶中恺 Zhongkai Tao（加利福尼亚大学伯克利分校）
数学高等研究院报告厅
The Banff International Research Station (BIRS) addresses the imperatives of collaborative and cross-disciplinary research with a focus on the mathematical sciences and their vast array of applications in the sciences and in industry. Its modus operandi facilitates intense and prolonged interactions between scientists in a secluded environment, complete with accommo dation and board, and the necessary facilities, for uninterrupted research activities in a variety of formats, all in a magnificent mountain setting. BIRS embraces all aspects of the mathematical, computational and statistical sciences from the most fundamental challenges of pure and applied mathematics, theoretical and applied computer science, statistics, and mathe matical physics, to financial and industrial mathematics, as well as the mathematics of information technology, and the life sciences.Inaugurated in 2003, BIRS is a joint Canada-US-Mexico initiative that came about as the result of a remarkably concerted effort led, at the outset of the new millennium, by the Pacific Institute for the Mathematical Sciences (PIMS, Canada) and the Mathematical Sciences Research Institute (MSRI, Berkeley, USA), along with the support of the Mathematics of Information Technology and Complex Systems Network of Centres of Excellence (MITACS, Canada). IASM became the second BIRS Partnership Institutions in 2019. There will be 10 IASM-BIRS workshops in Hangzhou every year.
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IASM Bayberries: Red Again
2025-06-13
Deep autumn chill after rain
2025-06-12
IASM External View
2025-06-12
The Math Garden
2025-06-12
IASM-BIRS WORKSHOP 25W5344 - S...
2025-06-06
Workshop Title: IASM-BIRS WORKSHOP 25W5344 - Structure Preserving Schemes for Complex Nonlinear SystemTime: 6.1-6.6Venue: Academic Island
Seminar by Yu Luo: A new proof...
2025-05-14
Time: 16:00-17:00, Wednesday, May 14 Title: A new proof of the arithmetic Siegel–Weil formulaSpeaker: Yu Luo 罗渝 (University of Wisconsin–Madison)Abstract: The arithmetic Siegel–Weil formula establishes a profound connection between intersection numbers in Shimura varieties and the Fourier coefficients of central derivatives of Eisenstein series. This result was proven by C. Li and W. Zhang in 2021 using local methods. In this talk, I will present a new proof of the formula that uses the local-global compatibility and the modularity of generating series of special divisors.
Seminar by Shengkai Mao: Compa...
2025-04-30
Time: 16:00-17:00, Wednesday, April 30 Title: Compactifications of subschemes of integral models of Hodge-type Shimura varietiesSpeaker: Shengkai Mao 毛盛开 (Chinese Academy of Sciences)Abstract: The special fiber of the integral model of a Hodge-type Shimura variety with parahoric level structure admits several natural stratifications that reflect the geometry of the associated universal abelian scheme. In this talk, I will present some new results on the compactification theory of such integral models constructed by Keerthi Madapusi, and describe the boundary behavior of various strata, including central leaves, Newton strata, Kottwitz–Rapoport strata, and Ekedahl–Kottwitz–Oort–Rapoport strata. This latter work builds on and generalizes some work by Kai-Wen Lan and Benoît Stroh.
Seminar by Michael Rapoport: I...
2025-04-25
Time: 11:00-12:00, Friday, April 25Title: Integral Hecke correspondences and what I learned from studying themSpeaker: Michael Rapoport (Universität Bonn)Abstract: I will explain more details of our approach to the problem raised in the colloquium talk. (FYI) Colloquium abstract: Shimura varieties are algebraic varieties over a number field. A characteristic feature of them is the abundance of self-correspondences, given by the so-called Hecke correspondences. In the theory of Shimura varieties the construction of integral models has seen a lot of activities over the years. However, the construction of integral models of Hecke correspondences is still in its infancy. I will explain the problem and some recent progress (joint work with Ulrich Gortz and Xuhua He).
Professor Liu Yifeng has online published a research paper by Inventiones mathematicae
2024-02-23
A p-adic arithmetic inner product formulaInventiones mathematicae volume 236, pages 219–3751 (2024) by Daniel Disegni & Yifeng LiuAbstractFix a prime number p and l...
Professor Sun Song Joined IASM as the Fifth Permanent Member
2024-01-01
Professor Sun Song joined IASM as the fifth permanent member in January, 2024. Professor Sun Song, Chinese, was born in February 1987 in Anqing, Anhui Province. He received his bachelor'...
Prof. Gang Bao of Zhejiang University Selected as an academician of the Chinese Academy of Sciences
2023-11-22
On November 22, the Chinese Academy of Sciences (CAS) released the list of 2023 new members, and Professor Bao Gang of Zhejiang University was elected as CAS member. Congratulations!Bao Gang, born in ...
Prof. Binyong Sun Selected as one of the first "New Cornerstone Investigators"
2023-01-13
On January 13th, the New Cornerstone Investigator Program announced the list of the first grantees; 58 scientists from Mathematical and Physical Sciences and Biological and Medical Sciences beca...
Prof. Bao Gang and Prof. Sun Binyong to Speak at ICM 2022
2022-04-14
The International Congress of Mathematicians 2022, rescheduled as a fully virtual event, will take place over 6–14 July 2022. Virtual ICM 2022 has just announced the plenary speakers and schedule. We ...
The IASM Post Doctoral Fellow Dr. Shu Cheng has online published a research paper by Advances in Mathematics
2022-04-01
The character table of GLn(Fq)⋊<σ>Volume 403, by Cheng ShuAbstractWe compute the character table of GLn(Fq)⋊<σ>, σ being an order 2 exterior automorphism....
Professor Liu Yifeng has online published a research paper by Inventiones mathematicae
2022-01-21
On the Beilinson–Bloch–Kato conjecture for Rankin–Selberg motivesInventiones mathematicae volume 228, pages107–375 (2022) by Yifeng Liu, Yichao Tian, Liang Xiao, Wei Zhang & Xinwen...
Prof. Ruan Yongbin Elected as CAS Member in 2021
2021-12-01
On November 18, the Chinese Academy of Sciences (CAS) unveiled the list of this year’s new members. Prof. Ruan Yongbin at the Institute for Advanced Study in Mathematics (IASM) was elected as CAS mem...
Professor Liu Yifeng has online published a research paper by Annals of Mathematics
2021-11-02
Chow groups and LL-derivatives of automorphic motives for unitary groupsPages 817-901 from Volume 194 (2021), Issue 3 by Chao Li, Yifeng LiuAbstractIn this article, we study the Chow gr...
IASM-BIRS WORKSHOP 25W5414 - Bridging Theory and Practice in Finance
2025.8.17-8.22
8.17
ZUMA - Towards local Langlands–Kottwitz method
2025.9.3
ZUMA- On the uniqueness of L_p Minkowski problem for p in [0, 1].
2025.8.19
IASM-BIRS WORKSHOP 25W5442 - Around Singularities in Poisson Geometry
2025.8.3-8.8
8.3
Junliang Shen: Cohomology of the moduli of Higgs bundles I, II, III
Abstract: Moduli of Higgs bundles has played a key role in many directions in algebra, geometry, and physics after it was introduced by Hitchin in the 80’s. In these three lectures, I will discuss some recent progress concerning the cohomology of the moduli of Higgs bundles from various perspectives: non-abelian Hodge theory, enumerative geometry, motives and algebraic cycles, etc. We will s...
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Wei Gu: Quantum cohomology/quantum cohomology correspondence via their relationships with the Verlinde algebra
Abstract: In this talk, I will present a connection between quantum cohomologies of different target spaces with the same axial anomaly. The Verlinde algebra is the bridge to this relationship. If time permits, I will also discuss a similar statement in quantum K theory.
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Maxime Cazaux: Quantum K-theory for the quintic singularity
Abstract:The Landau-Ginzburg Calabi-Yau correspondence relates the quantum cohomology of a CY hypersurface X, with that of the associated singularity in the affine space. More precisely, both theories are encoded in generating I-functions, which match under analytic continuation and satisfy the Picard-Fuchs equation. In quantum K-theory, an analogue of quantum cohomolo...
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The Institute for Advanced Study in Mathematics (IASM) at Zhejiang University invites applications for multiple postdoctoral positions in all major areas of Pure and Applied Mathematics. Candidates should hold a Ph.D. degree in mathematics and demonstrate outstanding promises in both research and teaching. The standard teaching load is one course per year.
The deadline for applications for postdoctoral positions is December 15th, 2025 (applications submitted after the deadline might be considered but not guaranteed). Candidates for postdoctoral positions should furnish a placement dossier consisting of a cover letter, a curriculum vitae, a research statement, a teaching statement, and three letters of recommendation addressing research (to be provided directly by the referees). In addition, you are encouraged (but not required) to identify a potential mentor who is a permanent member of the IASM in the application letter (for a potential mentor, please find in the link http://www.iasm.zju.edu.cn/). Application materials should be submitted electronically through the AMS website https://www.mathjobs.org/.
Candidates from all nations and all ethnic backgrounds are encouraged to apply. Further information about the Institute for Advanced Study in Mathematics at Zhejiang University can be found at http://www.iasm.zju.edu.cn/.
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Please indicate the purpose ( "for IASM, 支持浙江大学教育基金会数学高等研究院发展基金") when you donate to the account of Zhejiang University Education Foundation, so that the donation can be directed to us.
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