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YMSC Probability Seminar | Skew Brownian flow: a new approach

Abstract： The skew Brownian motion is constructed by assigning signs to Brownian excursions away from 0, each excursion being positive with probability p and negative with probability 1-p. It can
Moduli Spaces and Related Topics | Hitchin morphism for projective varieties

Abstract： The Hitchin morphism is a map from the moduli space of Higgs bundles to the Hitchin base, which is generally not surjective when the dimension of the variety is greater than one. Chen-Ng...
Modularization for brain and brain-inspired neural networks

Abstract Brain is the most complex part of our body. It is not only the actional control center but also the source of intelligence and consciousness. To support the complex biochemical dynamics an
Register Now！A celebration of Fano varieties and singularities

The purpose of this workshop is to celebrate the final day of the Tsinghua seminar series on Fano varieties and singularities and related topics. Schedule 1 Time：1:30 – 2:30 pm Speaker: Yu Zou 邹...
经管学术系列讲座 | 宁晓：金融科技在金融机构的应用

Abstract 金融科技作为技术驱动的金融创新，是深化金融供给侧结构性改革、增强金融服务实体经济的重要引擎。数字经济的蓬勃兴起为金融发展构筑广阔舞台，数字技术的快速演进为金融数字化转型注入活力，金融科技迈...
The cellular homologies of digraphs | BIMSA Topology Seminar

Abstract In this talk, first l will review the definition of singular cubic homologies of digraphs developed byGrigoryan, Jimenez and Muranov. Based on some geometric/topological consideration an
Tensor triangulated geometry on derived categories of algebraic varieties | BIMSA AG Seminar

Abstract In this talk l will provide a brief summary of tensor triangulated geometry as initiated by Balmerand l will discuss a number of interactions and potential research directions in algebraic
Calculating the Average Class Numbers of Real Quadratic Fields | Number Theory Lunch Seminar

Abstract In this presentation, we will delve into Davenports groundbreaking work on calculating theaverage class number for all real quadratic fields. The concept of class numbers plays a crucial
致敬丘成桐——美丽数学与美丽人生

邬荣领北京雁栖湖应用数学研究院丘成桐先生是当代最具影响力的数学家之一，其在数学和物理学领域的突出贡献广泛而深远，主要集中在微分几何、代数几何、广义相对论和弦理论等方面。青年时期他赴美读博，师从著...
BIMSA-YMSC Geometry and Dynamics Seminar | Automorphism groups of smooth hypersurfaces

Abstract： In this talk, I will discuss some recent results about classifying automorphism groups of smooth hypersurfaces in the projective space. This talk is based on joint works with Keiji Oguis...

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