Abstract The curvature tensor captures the essential geometry of a Riemannian manifold. Curvaturebounds have important geometric, analvtical and topoloaical conseauences, in tum. these can beused
2024年3月21日，求真书院2023-2024春季学期助教同辈分享会在清华大学静斋105会议室举办。“求真书院优秀助教奖”获奖人吴以凡、唐龙天同学分别分享了担任助教的经历和心得。他们的分享细致生动，不仅涉及助教工作...
引言 求真书院强调通识教育，旨在培养大师级“通才”。“求真大讲堂”是求真书院学生的通识必修环节，由求真书院院长丘成桐先生倡议设立，主题内容包罗万象，从人文诗词到天文科技，从沟通表达到艺术美学，皆聘请...
Abstract Continue the discussion of the main results in FLM(For more information see https://bimsa.net/activity/Arthur-Selberg).
Abstract： By introducing a concept generalising several convexity notions we obtain a new Omori-Yaumaximum principle for harmonic maps defined on a stochastically complete manifold. Some
Abstract： For a del Pezzo surface of degree ≥ 3, we compute the oscillatory integral for its mirror Landau Ginzburg model in the sense of the Gross-Siebert program. We explicitly construct the mi...
Frobenius pullback functor for flat connections
Abstract： For an absolutely unramified extension K/Q_p with perfect residue field, by the works of Fontaine, Colmez, Wach, and Berger, it is well known that the category of Wach modules over
主讲人介绍 Director, Max Planck Institute for Mathematics in the Sciences, Leipzig, Germany. External faculty, Santa Fe Institute for the Sciences of Complexity, USA. Member German National Academy
