Faculty

连文豪

表示论、卡拉比-丘几何、弦论

连文豪，上海数学与交叉学科研究院（SIMIS）副院长。在加入研究院之前，他曾在马萨诸塞州波士顿布兰代斯大学任教授。1991年，他在耶鲁大学获得物理学博士学位。他曾在多伦多大学, 耶鲁大学和哈佛大学担任博士后研究员。他于1995 年加入布兰迪斯数学系并一直留任。连教授的研究处于数学和物理学的交叉领域，对卡拉比-丘流形空间的几何问题很感兴趣。他的研究兴趣还包括表示论和弦理论。

刘克峰

Geometry, topology and mathematical physics

Professor Kefeng Liu received his PhD from Harvard University in 1993 under the supervision of S.-T. Yau. Liu has made first class contributions to differential geometry, topology and mathematical physics. He was an invited speaker of the 2002 International Congress of Mathematicians, received the Morningside Gold Medal of Mathematics which is the highest honor of Chinese descendants in mathematics, and was rewarded the 2004 top 10 scientific advances of the Education Ministry of China, the famous Guggenheim fellowship, the Sloan fellowship and the Terman fellowship. Since 2002, he has been editor-in-chief of the top mathematical journal “Communications of Analysis and Geometry”.

林华新

Operator Algebras, C*-algebras and their applications

林华新将于2024年起加入SIMIS，担任教授。 在之前为美国奥勒岗大学教授, 也在华东师大服务。 他在1986年获得普渡大学博士学位，主要研究算子代数及其在动力系统和量子力学方面的应用。 他在2008年为教育部长江讲座教授， 2011年受聘国家特聘专家。林华新在2013年成为美国数学会首届会士。2005年获上海市科学技术进步一等奖， 2023年(与龚贵华和牛壮)在国际基础科学大会上获前沿科学奖。

Chris Brav

Derived and non-commutative algebraic geometry

Christopher Brav will join the Shanghai Institute for Mathematics and Interdisciplinary Sciences (SIMIS) as Professor from August 2024. Currently he is a Lead Scientific Researcher at the Centre of Pure Mathematics at the Moscow Institute of Physics and Technology. He obtained his Ph.D. in Mathematics at Queen’s University in 2008, after which he was a post-doc at the University of Toronto, Leibniz University Hannover, and Oxford University. Before moving to the Faculty of Mathematics at the Higher School of Economics in Moscow, he spent a year as a member of the Institute for Advanced Study in Princeton.

Professor Brav is working on the relation between Calabi-Yau categories (non-commutative analogues of Calabi-Yau manifolds) and shifted symplectic geometry of moduli spaces, as well as on using condensed mathematics to study infinite dimensional shifted symplectic spaces appearing in representation theory and mathematical physics. His work has been published in leading journals including Compositio Mathematica, Geometry and Topology, Journal of the American Mathematical Society, and Selecta Mathematica.

Andrey Losev

数学物理、弦论

Andrey Losev现任上海数学与交叉学科研究院教授。在加入研究院之前，他曾任俄罗斯国家研究型高等经济大学数学系教授和镜像对称和自守形式国际实验室研究员。他于1989年从理论与实验物理学院获得理论物理博士学位。

Andrey Losev教授的研究兴趣包括弦论，M-理论，拓扑量子场论，量子场论，并已在国际一流学术期刊上发表60多篇论文。

Chung Pang Mok

Algebraic Number Theory, The Langlands’ Program, Asymptotic Problems in Varieties over Finite Fields and Representation Theory

Chung Pang Mok graduated from Harvard University in 2007 under the supervision of Professor Barry Mazur. He works on algebraic number theory and the Langlands Program, with emphasis on the theory of p-adic L-functions, p-adic automorphic forms, Arthur trace formula, and endoscopy theory. In recent years he also used the techniques of finite fields to construct high dimensional pseudo-random vectors, with numerous applications to Monte Carlo methods. He has previously held academic positions in a number of institutions including the Chinese University of Hong Kong, McMaster University, and Purdue University.

Currently he is interested in asymptotic problems in varieties over finite fields and in representation theory.

张俊

信息几何、计算神经科学、认知科学与人工智能

张俊，上海数学与交叉学科研究院（SIMIS）教授和创始人之一。从1992年起，他在密歇根大学心理学系担任助理教授、副教授、教授并在数学系、统计系、密歇根大数据学院挂职，目前离职。他1991年从加州伯克利分校获得神经科学博士学位。在学术休假期间，他在澳洲墨尔本大学、法国马赛国立科学研究中心、加拿大滑铁卢大学、日本理化学研究所脑研究院、哈佛大学应用数学中心等学术单位担任访问职位。张俊教授在计算神经科学、认知与行为建模、机器学习、统计学、复杂系统等领域做出学术贡献，在数学心理学领域知名。近年来他的研究聚焦于“信息几何”这一交叉学科。

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兼职教授

李逸

微分几何、几何流

李逸现任东南大学数学学院和东南大学丘成桐中心教授。他于2012 年从哈佛大学获得数学博士学位。

李逸教授的研究兴趣包括微分几何、复几何、几何分析、几何流、非线性几何型偏微分方程、相对论。并已在国际一流学术期刊上发表了超过25篇论文。

徐浩

微分几何、曲线的模空间

徐浩现任浙江大学数学科学研究中心百人计划研究员。他于2009年从浙江大学获得博士学位。他的研究兴趣包括凯勒几何、曲线模空间相交理论，并已在JDG、CMP、Crelle’s Journal等著名学术期刊上发表30多篇论文。

蒋飞达

完全非线性偏微分方程、最优传输问题和几何光学问题

Nafiz Ishtiaque

Mathematical Physics, String Theory

My research primarily focuses on the study of integrability within gauge theory and string theory. Integrable models, like integrable spin chains, are distinguished by their exactly solvable dynamics. I aim to develop systematic methods to identify these integrable subsectors within broader quantum field theories and string theories. Using tools such as supersymmetric localization and holomorphic-topological twists, I explore string and M-theoretic constructions of integrable models and their duality transformations.

The concept of symmetry, especially in the form of quantum groups, has been fundamental in understanding integrability. Given the recent developments in generalized or categorical symmetry, I am also interested in investigating how this broader concept of symmetry impacts integrable dynamics.

Mauricio Andrés Romo Jorquera

String Theory, Physical Mathematics

Mauricio Romo is an Associate Professor at the Shanghai Institute for Mathematics and Interdisciplinary Sciences (SIMIS) . He obtained his Ph.D. in Theoretical Physics at University of California, Santa Barbara in 2012, after which he was a post-doc at Kavli IPMU and IAS.

Professor Romo works on the interface of physics and mathematics. His research have been focused on the relation between 2-dimensional quantum field theories and categorical and geometric aspects of Calabi-Yau manifolds. These includes, but is not limited to, mirror symmetry, quantum geometry and BPS states.

Chong You

Statistics/Biostatistics

Chong You is an Associate Professor jointly appointed by Fudan University and SIMIS. Her primary research interests include variational Bayes, mixture models, variable selection, disease prediction, diagnostic statistics and infectious disease modeling. Her work has been published in top journals such as Science Advances, Journal of the American Statistical Association (JASA), and Biometrics.

Hamed Adami

理论物理

My research focuses on the emergence of infinite-dimensional symmetries that arise at spacetime boundaries in gauge and gravity theories. Specifically, I am interested in their manifestation at the near-horizon region of black holes or the asymptotic boundary of flat and/or (A)dS spacetimes. My research aims to unveil a holographic description of gravity, the fluid/gravity correspondence, and gain insights into the quantum properties of black holes. I was a Postdoctoral Research Scholar at Yau Mathematical Sciences Center of Tsinghua University, Yanqi Lake Beijing Institute of Mathematical Sciences and Applications, and Institute For Research In Fundamental Sciences, School of Physics.

Jean-Emile Bourgine

Mathematical Physics, Integrable Systems, Quantum Groups, String Theory

Asst. Prof Bourgine’s research interests lie at the interface of quantum integrable systems, string theory and representation theory of quantum groups. During his career, he has published a number of articles on a variety of topics in mathematical physics, including random matrix models, 2D quantum gravity, lattice statistical models, integrable hierarchies, supersymmetric gauge theories, quantum algebras and string theory. He is currently working mainly on the representation theory of quantum toroidal algebras, on which he has obtained several important new results that find application in the description of brane systems in string theory.

Asst. Prof Bourgine did his PhD at Institut de Physique Théorique (IPhT) CEA-Saclay, he graduated from Université Paris Sud XI (now Paris-Saclay) in 2010. He previously held research positions in South Korea (Sogang University, APCTP, KIAS), Italy (INFN) and Australia (University of Melbourne).

曹露

Mean Field Games, Mechanism Design, Privacy Computing

Lucy is an Assistant Professor jointly appointed at Fudan University and the Shanghai Institute for Mathematical Sciences. She holds a Ph.D. in Applied Mathematics from the University of Sydney, specializing in Mean Field Games, Mechanism Design, and interdisciplinary research that connects mathematical sciences with planetary physics. Lucy gained extensive teaching experience at the University of Sydney before serving as a Postdoctoral Fellow at the Beijing International Center for Mathematical Research, Peking University. In addition to her academic career, Lucy has industry experience as Head of Research at a Sydney-based investment firm, where she produced research reports, developed investment strategies, and contributed to portfolio growth.

程实

Supersymmetric gauge theories and related low-dimensional manifolds

Shi Cheng is an Assistant Professor at Shanghai Institute for Mathematics and Interdisciplinary Sciences (SIMIS). Before joining SIMIS, he served as a Postdoctoral Research Scholar at Fudan University. He obtained his Ph.D in physics at University of Warsaw in 2022.

Professor Cheng’s current research interests mainly foucs on supersymmetric gauge theories and related low-dimensional manifolds.

Xuefeng Feng

Mathematical Physics, General Relativity

Now I am a postdoc at Yau Mathematical Sciences Center of Tsinghua University and Yanqi Lake Beijing Institute of Mathematical Sciences and Applications (BIMSA). I obtained my Ph.D in mathematics at Academy of Mathematics and Systems Science (AMSS), Chinese Academy of Sciences(CAS).

My current research interests mainly foucs on mathematical relativity, numerical relativity, and gravitational waves.

韩肖垄

Hyperbolic geometry, 3-manifolds

韩肖垄，上海数学与交叉学科研究院(SIMIS)助理教授。在加入研究院之前，他在清华大学丘成桐数学科学中心任博士后。2021年，他获得伊利诺伊大学厄巴纳尚佩恩分校博士学位。韩老师的研究是低维流形和双曲几何。

林乙裕

理论物理

My main research interest is to investigate how Einsteinian spacetime might be structured from quantum entanglement, particularly in the framework of holographic duality, and based on the perspective of quantum information theory. I am interested in multiple topics or new tools that may be related to quantum gravity, such as holographic dualities, conformal field theory, tensor networks, quantum circuits, entanglement entropy, complexity, spin network, etc.

Vyacheslav Lysov

数学物理、理论物理

Vyacheslav Lysov is an Assistant Professor at the Shanghai Institute for Mathematics and Interdisciplinary Sciences (SIMIS). Before joining SIMIS, he was an Arnold Fellow at the London Institute for Mathematical Sciences (LIMS) in the UK. He obtained his Ph.D. in physics at Harvard in 2014. He was a postdoctoral fellow at Harvard, Caltech, and Okinawa Institute of Science and Technology (OIST).

Professor Lysov’s current research interests mainly focus on tropical mirror symmetry and other related interdisciplinary topics in theoretical physics and mathematical physics.

马文杰

理论物理

马文杰现任上海数学与交叉科学研究所的助理教授。在加入研究院之前，他曾在清华大学丘成桐数学科学中心和北京雁栖湖应用数学研究院担任博士后。他于2021年在拉瓦尔大学获得理论物理博士学位。

马文杰教授近期的主要研究兴趣聚焦于共形场论和全息原理，包括非微扰自举法，AdS/CFT、dS/CFT以及天体全息理论。

牛康

Tomoki Nosaka

Mathematical Physics, Theoretical Physics, String Theory

Tomoki Nosaka is an Assistant Professor at Shanghai Institute for Mathematics and Interdisciplinary Sciences (SIMIS). Prior to joining SIMIS, he served as a Postdoctoral Fellow at Kavli Institute for Theoretical Sciences, University of Chinese Academy of Sciences in Beijing. He obtained his Ph.D in physics at Kyoto University in 2016.

Professor Nosaka’s research interests are string theory, M-theory, supersymmetric gauge theories, holography and mathematical physics. He is also interested in quantum chaos and quantum information theory with the motivations to understand quantum gravity through the holography. Recently he is particularly working on the exact calculations in matrix models arising from supersymmetric gauge theories to reveal new mathematical structures behind these objects.

Anurag Rao

Diophantine Approximation, Geometry of Numbers, Lie Groups

Anurag Rao obtained a PhD in mathematics from Brandeis University in 2020. Following that he did postdoctoral work at Wesleyan University, Tata Institute of Fundamental Research, Mumbai University, Israel Institute of Technology and Peking University. His current work is in dynamical systems arising from Lie groups and applications to number theory.

Ce Wang

Quantum Walk, Stochastic Process, Mathematical physics

Before joining SIMIS, Ce Wang was a postdoc at Yau Mathematical Sciences Center at Tsinghua University. His research interest is quantum walk on graph, quantum information and applied stochastic process etc.

王龙

代数几何团队

王龙将于2025年加入上海数学与交叉学科研究院担任助理教授。他于2023年从东京大学获得数学博士学位，然后作为博士后加入复旦大学上海数学中心。他的主要研究兴趣是卡拉比-丘簇的双有理几何以及代数簇上的动力系统。

夏家铭

Probability and Statistical Mechanics

辛苑

理论物理

辛苑在波士顿大学取得博士学位，导师是Liam Fitzpatrick。博士毕业后，他先后在耶鲁大学和卡内基梅隆大学担任博士后工作。辛苑的研究致力于发展和创新量子场论和量子多体的非微扰方法，并应用于理解各种物理现象例如临界、对称破缺/涌现、禁闭态等。他最近的研究包括使用自举、哈密顿截断、密度矩阵重整化群等方法研究低维量子系统。

周业浩

邹浩

理论物理

邹浩现任上海数学与交叉科学研究院的助理教授。在加入研究院之前，他作为联合博士后在清华大学丘成桐数学科学中心和北京雁栖湖应用数学研究院工作。他于2021年在弗吉尼亚理工大学获得物理博士学位。

邹浩教授近期的主要研究兴趣是超对称理论以及其他理论物理和数学物理中的相关交叉领域。

Miguel Tierz

Random matrix theory, Gauge theory, Strongly-correlated systems, Mathematical problems in the development of quantum technologies

The researcher’s academic background is in mathematical physics, holding both a BSc and a PhD in theoretical/mathematical physics. Since obtaining his PhD degree in 2008 at Universitat de Barcelona (Spain), has been postdoctoral researcher at Brandeis University (Massachusetts, USA), the Mathematical Institute of the Hebrew University of Jerusalem (Israel), the Mathematics Faculty of Universidad Complutense de Madrid (Spain), and the Mathematics department of Universidade de Lisboa (Portugal). These research positions have been funded by prestigious competitive postdoctoral fellowships and senior researcher fellowships, including the Lady Davis fellowship in Israel, the Juan de la Cierva and Maria Zambrano fellowships (ranked first across all disciplines) in Spain and FCT Researcher in Portugal. He has supervised two PhD theses in Mathematics at Universidade de Lisboa, on random matrix theory and its physical applications in gauge theory. The thesis of Dr. Leonardo Santilli, now postdoctoral researcher at YMSC in Beijing, won the award for best Mathematical thesis of the year 2022.

李铁香

Matrix Computations, Metric-Preserving Computational Geometry, Data Science, Image Processing

李铁香，东南大学教授，博士生导师，东南大学丘成桐中心主任助理，南京应用数学中心主任助理，2008年获得北京大学理学博士学位。

李教授的研究兴趣主要包括大规模矩阵计算、电磁计算、保度计算几何、数据科学、反问题、图像处理等，已经在SIAM J. Sci. Comput.、SIAM J. Matrix Anal.Appl.、SIAM J. Imaging Sci.、J. Comput. Phys.、Inverse Probl.、J. Differ. Equ.、ACM T. Math. Software、Comput. Phys. Commun.、J. Sci. Comput.等期刊发表学术论文60余篇。

Wen-wei Lin

Scientific Computing, Numerical Analysis, Optimization: Theory and Algorithms, Metric-Preserving Computational Geometry, Computational Chaotic Systems

林文伟教授是南京应用数学中心的副主任，同时也是上海数学与交叉科学研究院（SIMIS）的客座教授和联合创始人之一。在加入南京应用数学中心之前，他是台湾阳明交通大学的终身讲座教授和博士生导师。他于 1986 年在德国比勒费尔德大学（Bielefeld University）获得数学博士学位。

林教授长期从事包括大规模矩阵计算与优化、用于纳米研究和准晶体的快速保结构加倍算法、Maxwell 方程的高性能计算方法、在图像处理和生成网格中应用的 3D 保度计算几何，以及混沌加密系统等领域的研究。他在包括 SIMAX、SISC、SIIMS、SINUM、NM、MC、JCP、IP、CPC、ACM TOMS 等领先期刊上发表了 220 多篇论文，并在 SIAM Foundations of Algorithms 系列中出版了一部学术专著。

姚志刚

Interface between Statistics and Geometry Non-Euclidean Statistics High-dimensional Statistical Inference

姚志刚，新加坡国立大学统计与数据科学系副教授兼终身教授。现为哈佛大学数学科学与应用中心访问成员，清华大学YMSC访问教授，也曾作为特邀客座教授访问瑞士洛桑联邦理工大学 (EPFL) 等大学。研究兴趣主要为复杂数据的统计推断。近年来专注于非欧氏统计 (Non-Euclidean Statistics) 和低维流形拟合 (Manifold Fitting) 的研究。姚教授在与丘成桐教授的合作和帮助下，致力于推动几何与统计的交互这一全新领域的研究。近年来，姚教授与其合作者提出在黎曼流形上重新定义传统PCA的principal flow/sub-manifold以及principal boundary等方法和理论，以及全空间下流形拟合的新方法和理论。这些方法通过挖掘隐藏在数据本身的几何结构，旨在解决传统统计方法和理论中的缺陷。目前，这些方法和理论已逐渐被用于大规模数据的分析包括单细胞测序数据和网络数据等。个人网页 https://zhigang-yao.github.io/ https://zhigang-yao.github.io/

叶荫宇

连续和离散优化，数据科学及应用，数字算法设计及分析，算法博弈及市场均衡，运筹及管理科学

叶荫宇(Yinyu Ye), 原斯坦福大学李国鼎讲席教授，现任上海交通大学和香港中文大学深圳访问讲习教授。他的主要研究方向为连续和离散优化，数据科学及应用，数字算法设计及分析，算法博弈及市场均衡，运筹及管理科学等; 他和其他科学家开创了内点优化算法，锥规划模型，分布式鲁棒优化，在线线性规划和学习，强化学习和马可夫过程及非凸优化算法分析等。他和他的学生多次获得科学奖项:包括他自己的2006INFORMSFarkasPrize(首位获奖者)，2009年约翰·冯·洛伊曼理论奖，国际数学规划2012TsengLectureshipPrize(首位获奖者每三年)，2014美国应用数学学会优化奖(每三年)等。根据谷歌学术统计，目前他的文章被引用总计超过60,000次。

Hongsong Yuan

Statistical learning, network analysis, and data-driven revenue management

Hongsong Yuan is a tenured associate professor at School of Information Management and Engineering, Shanghai University of Finance and Economics (SUFE). He received his bachelor’s degree in mathematics from Peking University in 2006, and obtained his PhD degree in operations research from Stanford University in 2012. He was visiting scholar to Stanford University in 2015-2016, and visiting scholar to University of Toronto in 2019.

Dr. Yuan’s research interest mainly include statistical learning, network analysis, and data-driven revenue management. His work was published in top journals such as IEEE Transactions on Information Forensics and Security, Journal of Machine Learning Research, Production and Operations Management, etc.

张耀武

Dr. Yaowu Zhang is currently a professor at School of Information Management and Engineering, Shanghai University of Finance and Economics. He received his Ph.D. degree from School of Statistics and Management, Shanghai University of Finance and Economics in 2017, under the supervision of Prof. Liping Zhu. Before that, he obtained the Bachelor’s degree of Engineering from Southeast University. His representative publications have appeared in several leading journals and conferences, including Annals of Statistics, Biometrika, Journal of Machine Learning Research, Production and Operations Management, Journal of Econometrics, Journal of Business & Economic Statistics, NeurIPS, and ICML.

Yahong Zhou

Econometric theory and issues related to the Chinese economy

香港科技大学经济学博士，本科毕业于复旦大学数学系，现任上海财经大学常任教授，上海财经大学学术委员会副主任委员，中国数量经济学会副会长，《数量经济与技术经济研究》、《计量经济学报》等杂志编委，上海财经大学经济学院院长。长期从事计量经济的理论和中国经济问题的研究，目前聚焦数字经济新业态和大数据方法计量建模。

在计量经济学权威刊物如Journal of Econometrics、Journal of Business and Economic Statistics、Econometric Theory、Science China以及《经济研究》、《中国科学》、《管理世界》、《管理科学学报》和《经济学季刊》等发表学术论文近六十篇。

Jiabin Du

代数几何团队

杜佳宾是上海数学与交叉学科研究院的博士后研究员。他于2022年在厦门大学获得数学博士学位，于2022-2024年在复旦大学上海数学中心从事博士后研究工作。

杜博士的主要研究兴趣是代数曲面、阿贝尔簇及不规则簇的几何。

Eran Igra

I am a postdoctoral scholar at the SIMIS. My research lies in the field of Nonlinear Dynamics, a field often referred to as “Chaos Theory”. In more detail, I am interested in describing the dynamical complexity of chaotic attractors by studying their periodic trajectories.

Prior to arriving at the SIMIS, I completed my PhD studies in the Technion- Israel Institute of Technology, under the supervision of Prof. Tali Pinsky.

Previously, I completed my MSc studies at the Hebrew University of Jerusalem under the supervision of Prof. Genadi Levin.

WeiHung Liao

Discrete Differential Geometry, Computational Conformal Geometry

廖伟宏目前是上海数学与交叉学科研究院的博士后研究员，其博士毕业于台湾大学，读博期间着重理论分析从事曲率流将曲面能量泛函减小以达到标准基本曲面的研究。

未来研究兴趣分三个面向：1.考虑对偶离散拉普拉斯算子，利用连续拉普拉斯算子在超曲面上反应出的均曲率的几何特性给出其反映几何曲率上更接近于连续理论中的几何特性。2.亏格一的曲面考虑其保角以及保面积问题，考虑由 2 维复数空间特有的几何性去找出能量泛函来计算优化得出保角或保面积性质，力图推展先前文章中交互叠代优化以及R-线性的收敛性理论也同时给出不同于早前研究中提出用全纯微分去计算得出共形映射的计算方法。3.此问题与高亏格曲面分解成若干部分标准轮胎面的共形及保面积问题以及初始三角网格生成四边形网格的奇异点分布有密切关系。

卢一洲

理论物理

卢一洲是上海数学与交叉学科研究院的博士后研究员。他于2022年在华中科技大学获得理论物理博士学位，并成为南方科技大学的博士后研究员。

卢一洲博士的研究兴趣包括量子引力、AdS/CFT对偶以及宇宙学。具体而言，他目前的研究项目涉及到AdS/CFT中的量子纠缠（包括全息纠缠熵）以及宇宙极早期（inflation）的基本物理。

骆禹帆

Algebraic number theory

骆禹帆是上海数学与交叉学科研究院的博士后。他于2023年于柏林洪堡大学获得自然科学博士学位,专业领域是数学。

骆博士主要研究兴趣是代数数论，群论和算术代数几何。特别地，他感兴趣于用群论的方法解决数论中的问题，聚焦于整体域的限制分歧伽罗瓦群的结构的研究。

顾超

数论

顾超是上海数学与交叉学科研究院的博士后研究员。他于2023年8月从芝加哥大学获得数学博士学位。

顾超的主要研究领域是数论，包括阿贝尔簇、伽罗瓦表示等，同时也对代数几何方向有一定兴趣。

Liang Guo

Noncommutative Geometry

郭亮现任上海数学与交叉学科研究院(SIMIS)的博士后，他于2024年在华东师范大学获得数学博士学位。

郭亮博士近期的研究兴趣为非交换几何, 算子代数K-理论, 粗几何与高指标理论, 他同时感兴趣于非标准分析与粗几何的交叉。

Veronica Pasquarella

Homological Mirror Symmetry

I am a postdoctoral researcher at SIMIS. My research focuses on Homological Mirror Symmetry and its application to String Theory and Calabi-Yau categories.

In addition to conducting research, I will also be teaching a course on Homological Mirror Symmetry at SIMIS, splitting it in between two semesters: the first will be more introductory, whereas the second will be more advanced.

I completed my PhD in Mathematics and Theoretical Physics at the University of Cambridge, UK, in 2024. Prior to that, I earned a Master of Advanced Studies in the Mathematics Department in Cambridge in 2020. I also completed a Master in Theoretical Physics (in 2019) and a Bachelor in Physics (in 2016) at the University of Trieste, in Italy.

Yingdi Qin

Symplectic Geometry, Mirror Symmetry and Generalized Complex

Dr. Yingdi Qin is Postdoc Researcher at Shanghai Institute for Mathematics and Interdisciplinary Sciences (SIMIS). He obtained his Ph.D in Mathematics from UC Berkeley, and then have worked as Postdoctoral researcher at University of Pennsylvania and ICMS-Sofia.

Yingdi Qin‘s research field is symplectic geometry，mirror symmetry and generalized complex geometry. He is also interested in derived geometry and higher geometry.

Valerii SOPIN

Representation Theory, Category Theory, LCFT

Valerii SOPIN is a Postdoc Research Scholar at Shanghai Institute for Mathematics and Interdisciplinary Sciences (SIMIS). Recently, he received his PhD in Mathematical Sciences from Tsinghua University. He obtained master’s degrees in Mathematical Sciences and Computer Sciences from the best Universities in Russia. His current research interests include representation theory and category theory.

万鹏程

理论物理

万鹏程现任上海数学与交叉学科研究院的博士后。他于2022年在华东师范大学获得原子与分子物理博士学位。

万鹏程博士近期的主要研究兴趣聚焦于环面电磁计算和共形变换，结合全域基函数和计算共形几何方法来高效计算任意形状金属曲面的电磁散射，为应用提供更高效的计算方法。

徐文迪

基础数学

徐文迪现任上海数学与交叉学科研究院博士后. 她于2024年在复旦大学获得基础数学博士学位。

Dr. Xu’s recent research interests mainly focus on the analysis on graphs. She wants to combine PDEs and variational techniques to study equations and inequalities on graphs, extending classical calculus and differential geometry defined on smooth manifolds to discrete structures, enriching the theoretical framework and contributing to the modeling and understanding of many physical and information propagation processes.

Suting Zhao

理论物理

赵苏亭是上海数学与交叉科学研究院的博士后。他于2024年获得维尔茨堡大学物理学博士学位。

赵苏亭博士的主要研究兴趣包括经典与量子引力，规范与引力对偶以及量子信息理论。目前, 他的兴趣在于研究高自旋引力理论中的一些数学结构，以及它们与经典Toda理论和W共形块之间的联系。