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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
The Kervaire invariant | BIMSA Topology Seminar

Abstract The work of Kervaire and Milnor reduces the classification of homotopy spheres in dimension atleast 5 to the problem of computing stable homotopy groups of spheres and thei
The K(pi,1)-conjecture for Artin groups via combinatorial non-positive curvature

Abstract： The K(pi,1)-conjecture for reflection arrangement complements, due to Arnold, Brieskorn, Pham, and Thom, predicts that certain complexified hyperplane complements associated to infinite
Repro Samples Method and Principled Random Forests

Abstract Repro Samples method introduces a fundamentally new inferential framework that can be used to effectively address frequently encountered, yet highly non-trivial and complex inference
深度学习超分辨显微镜技术开发与应用

Abstract 成像技术一直是推动生物医学领域发展的重要驱动力。在众多成像技术中，光学显微镜是唯一能够在活体条件下对任意蛋白分子进行连续追踪的技术方法。近年来，以超分辨显微镜为代表的技术进步，开启了在更高...
Cohomology of partial quotients | Moscow-Beijing topology seminar

Abstract Buchstaber and Panov introduced the notion of the moment-angle complex Z. This space isdefined as a union of specific product spaces of discs and circles, equipped with a natural action of...
Microlocal Sheaves on Affine Slodowy Slices | GRASP seminar

Abstract I will describe certain moduli of wild higgs bundles on the line, and explain why they are affineanalogues of Slodowy slices. l wil then describe an equivalence between microlocal sheaves ...
Covariate-shift Robust Adaptive Transfer Learning for High-Dimensional Regression

Abstract The main challenge that sets transfer learning apart from traditional supervised learning is the distribution shift, reflected as the shift between the source and target models an

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