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Prof. Guoliang Yu | Quasi-representations of discrete groups

Prof. Guoliang Yu | Quasi-representations of discrete groups

Guoliang Yu - The Novikov conjecture and scalar curvature

Guoliang Yu - The Novikov conjecture and scalar curvature

Guoliang Yu | June 21, 2022| An index theorem for manifolds with corners & scalar curvature rigidity

Guoliang Yu | June 21, 2022| An index theorem for manifolds with corners & scalar curvature rigidity

Prof. Guoliang Yu | Embeddings and topological rigidity

Prof. Guoliang Yu | Embeddings and topological rigidity

Guoliang Yu: Quantitative operator K-theory and its applications

Guoliang Yu: Quantitative operator K-theory and its applications

Guoliang Yu: Filling radius, positive scalar curvature and quantitative operator K-theory #ICBS2024

Guoliang Yu: Filling radius, positive scalar curvature and quantitative operator K-theory #ICBS2024

Guoliang Yu: Dimension, complexity and K theory

Guoliang Yu: Dimension, complexity and K theory

Guoliang Yu: Higher invariants in noncommutative geometry

Guoliang Yu: Higher invariants in noncommutative geometry

Guoliang Yu | Dec 14, 2021 | Higher invariants of Dirac operators and positive scalar curvature

Guoliang Yu | Dec 14, 2021 | Higher invariants of Dirac operators and positive scalar curvature

QUANTITATIVE K-THEORY, K-HOMOLOGY AND THEIR APPLICATIONS

QUANTITATIVE K-THEORY, K-HOMOLOGY AND THEIR APPLICATIONS

Quantitative operator K-theory, positive scalar curvature and filling radius

Quantitative operator K-theory, positive scalar curvature and filling radius

Cyclic cohomology and higher invariants of elliptic differential operators

Cyclic cohomology and higher invariants of elliptic differential operators

Jinming Wang - Gromov’s dihedral rigidity conjecture and index theory on manifolds with corners

Jinming Wang - Gromov’s dihedral rigidity conjecture and index theory on manifolds with corners

Zhizhang Xie - Comparison of scalar curvature, mean curvature and dihedral angles, and their (...)

Zhizhang Xie - Comparison of scalar curvature, mean curvature and dihedral angles, and their (...)

Zhizhang Xie | Gromov’s dihedral extremality/rigidity conjectures and their applications III

Zhizhang Xie | Gromov’s dihedral extremality/rigidity conjectures and their applications III

Zhizhang Xie: Higher rho invariants and the moduli space of positive scalar curvature metrics

Zhizhang Xie: Higher rho invariants and the moduli space of positive scalar curvature metrics

Kang Li (Katholieke Universiteit Leuven)

Kang Li (Katholieke Universiteit Leuven)

Bounding topological invariants using scalar curvature and isoperimetric constant (Qiaochu Ma)

Bounding topological invariants using scalar curvature and isoperimetric constant (Qiaochu Ma)

Qiaochu Ma - Small Scale Index Theory, Scalar Curvature, and Gromov’s Simplicial Norm

Qiaochu Ma - Small Scale Index Theory, Scalar Curvature, and Gromov’s Simplicial Norm

Fedor Manin - How hard is the theorem of Stolz?

Fedor Manin - How hard is the theorem of Stolz?

Zhizhang Xie - 1/2 A stable version of Gromov’s angle-shrinking problem and its index theoretic (..)

Zhizhang Xie - 1/2 A stable version of Gromov’s angle-shrinking problem and its index theoretic (..)

Hiroki Sako (Niigata University)

Hiroki Sako (Niigata University)

Gennadi Kasparov: On the Lp Baum-Connes conjecture

Gennadi Kasparov: On the Lp Baum-Connes conjecture

Jinming Wang - 2/2 A stable version of Gromov’s angle-shrinking problem and its index theoretic (..)

Jinming Wang - 2/2 A stable version of Gromov’s angle-shrinking problem and its index theoretic (..)

Let s see what kind of sparks we can create #Shi Guoliang#Yu Shui#Traditional Chinese

Let s see what kind of sparks we can create #Shi Guoliang#Yu Shui#Traditional Chinese

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