Title:	On the motivic spectrum BO and Hermitian K-theory
Authors:	Kumar, K. Arun
Thesis advisor:	Prof. Dr. Oliver Roendigs
Thesis referee:	Dr. Alexey Ananyevskiy
Abstract:	This thesis deals with Panin and Walter's motivic spectrum BO. This spectrum is constructed using the real and quaternionic Grassmannians RG(r,n) and HGr(r,n) respectively, over schemes were 2 is invertible. We show that the construction of BO does not need the invertibility of 2. We also show that this spectrum is cellular over any base.
URL:	https://osnadocs.ub.uni-osnabrueck.de/handle/urn:nbn:de:gbv:700-202011243776
Subject Keywords:	K-theory; Homotopy theory
Issue Date:	24-Nov-2020
License name:	Attribution 3.0 Germany
License url:	http://creativecommons.org/licenses/by/3.0/de/
Type of publication:	Dissertation oder Habilitation [doctoralThesis]
Appears in Collections:	FB06 - E-Dissertationen

This item is licensed under a Creative Commons License