Tianyuan Mathematical Center
in Southwest China

• A local sign decomposition for symplectic self-dual Galois representations I & II
• Shinichi Kobayashi (小林 真一)教授任职于日本九州大学，主要研究方向为p-进算术理论和Iwasawa理论，多项研究成果发表于  Annals of Mathematics，   Inventiones mathematicae等期刊。 Kentaro Nakamura (中村 健太郎)教授任职于日本九州大学，主要研究方向为p-进朗兰兹对应和Iwasawa理论，研究工作发表于Inventiones mathematicae等期刊。
• Mar 10

• Tackling the ill-Posedness of Inverse Scattering Problems in Computation: A Deep Learning Approach
• Mar 15

• 代数几何与应用数学
• Mar 13

• A Connection between the Milnor K2 Group and the Shafarevich-Tate Group
• 国家天元数学西南中心516国家天元数学西南中心516
• Mar 12

• Sharp Interface Limit for Compressible Immisible Two-Phase Flow
• 何躏
• 国家天元数学西南中心401
• Mar 09

• An Introduction to General Relativity and Geometric Methods
• 国家天元数学西南中心516
• Mar 05

• Witt groups and the signature
• 国家天元数学西南中心516报告厅
• Feb 25

• Exact Convergence Rate of Spectral Radius of Complex Ginibre and Chiral Non-Hermitian to Gumbel Distribution
• Jan 22

• An Introduction to Once-reinforced Random Walks
• Jan 15

• On the extinction time and maximal displacement of critical branching killed Levy processes
• Jan 15