麒麟志 | 黄万泛 想清楚以后去做，just do it

清华大学求真书院2024年本科生毕业典礼欢迎您！

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YMSC Postdoc Workshop II 2024 (June 22-23)

Schedule

麒麟志 | 张宇成 你所有的经历都将成为宝贵的财富

求真游目讲座第十六期 | 王梓畅：布朗运动的历史

内容简介 布朗运动既是一个重要的物理对象，又具有丰富的数学性质。在本次报告中，我们将介绍布朗运动作为物理学现象的发现历史，主要包括布朗和爱因斯坦在其中的贡献，并介绍数学家如何一步一步将其严格化。

清华大学求真书院与智能产业研究院签署联合培养博士生合作协议

为了充分发挥清华大学教学与科研资源优势，培养与数学学科密切相关的交叉学科领军人才，6月19日，清华大学求真书院与智能产业研究院签署联合培养博士生合作协议，签约仪式在清华大学丙所会议室举行。求真书院院长...

The tale of three scales in quantum gravity | BlMSA-Tsinghua String Seminar

Abstract Quantum gravity has a natural cutoff given by the Planck scale. However, the EFT of quantumgravity can break down at a lower scale known as the species scale, which is when highercurvature

Monotonicity Methods for Mean Field Games: A Functional Analytic Perspective

Abstract This presentation explores mean field games (MFGs) through the lens of functional analysis, focusing on the role of monotonicity methods in understanding their properties and deriving

On the quantum KKL theorem and related inequalities | BIMSA-Tsinghua Quantum Symmetry Seminar

Abstract The KKL theorem is a fundamental result in Boolean analysis, stating that any Boolean functionhas an influential variable. Montanaro and Osbomne proposed a quantum extension

Nakai Conjecture for Homogeneous lsolated Hypersurface Singularity | BIMSA AG Seminar

Abstract The long-standing Nakai Conjecture concerns a very natural question: can diferential operatorsdetect singularities on algebraic varieties? On a smooth complex variety, it is well known