On the topology of the group of invertible elements
Herbert Schroeder
math.KTarXiv:math/9810069
Abstract
We give a survey on the homotopy theory of the regular group of Banach algebras with emphasis on the unstable K-Theory of real and complex C*-algebras
Create a lesson
Related papers
Geometric K-homology and operator K-theory for Hilbert manifolds
Doman Takata
Mixed Tate motives over number fields
Alexander Kupers, Daniil Rudenko, Ismael Sierra
The integral homology of SL2(Z[1/n])
Isadora Vanzella Picinini, Behrooz Mirzaii
Finite-coefficient K-theory of henselian valued fields and Gersten injectivity
Niels Feld
Deformations and homotopy theory of Rota-Baxter Lie algebras
Jun Chen, Kai Wang, Guodong Zhou
On the abelianization of congruence subgroups of SL2 over S-integers
Pedro H. Amorim, Isadora V. Picinini, Bruno R. Ramos et al.