Positivity and higher Teichmüller theory
View Publication
Export 
BiBTeXWe introduce Θ-positivity, a new notion of positivity in real semisimple Lie groups. The notion of Θ-positivity generalizes at the same time Lusztig’s total positivity in split real Lie groups as well as well known concepts of positivity in Lie groups of Hermitian type. We show that there are two other families of Lie groups, \SO(p,q) for p
SEEK ID: https://publications.h-its.org/publications/889
DOI: 10.4171/176-1/13
Research Groups: Groups and Geometry
Publication type: InCollection
Journal: European Congress of Mathematics
Book Title: European Congress of Mathematics
Citation: European Congress of Mathematics,pp.289-310,European Mathematical Society Publishing House
Date Published: 6th Aug 2018
Registered Mode: imported from a bibtex file
Export PNG
Download
SubmitterViews: 5776
Created: 7th Jan 2020 at 22:31
Last updated: 5th Mar 2024 at 21:24
TagsThis item has not yet been tagged.
AttributionsNone
Related items
Research Groups: Groups and Geometry
Institutions: Heidelberg Institute for Theoretical Studies
Research Groups: Groups and Geometry
Institutions: Heidelberg Institute for Theoretical Studies
Public web page: Not specified
