There are three great domains in geometry, which lie on the boundary of "soft" and "rigid":
(1) low dimensional, especially 4-dimensional topology/geometry;
(2) symplectic topology/geometry;
(3) scalar curvature bounded from below.
I will try to elucidate in my lecture common features of these three and explain the specificity of the problems arising with the scalar curvature.
De Rudolf Zeidler
De Christina Sormani
De Johannes Ebert
De Paula Burkhardt-Guim
De Jinming Wang
De Zhizhang Xie
De Guangxiang Su
De Jintian Zhu
De Simone Cecchini
De Bernd Ammann
De Claude LeBrun
De Jeff Jauregui
De Renato Bettiol
De Robert Young
De Christina Sormani
De Xin Zhou
De Liam Mazurowski
De Yakov Eliashberg
De Claude Viterbo
De Vincent Humilière
De Lan-Hsuan Huang
De Raquel Perales
De Man-Chun Lee
De Yipeng Wang
De Brian Allen
De Aaron Naber
De Daniele Semola
De Jiayin Pan
De Otis Chodosh
De Jinming Wang
De Zhizhang Xie
De Changliang Wang
De Xianzhe Dai
De Chao Li
De Nadine Große
De Yevgeny Liokumovich
De Masha Gordina
De Tsz-Kiu Aaron Chow
De Esther Cabezas-Rivas
De Clément Mouhot
De Thibaut Delcroix
De Thibaut Delcroix
De Karl-Hermann Neeb
De Karl-Hermann Neeb
