Goal.
I would like to tell you a bit about my favorite theorems, ideas or concepts in mathematics and why I like them so much.
This time.
What are...Borcherds-Kac-Moody algebras? Or: Still emerging from matrices.
Disclaimer.
Nobody is perfect, and I might have said something silly. If there is any doubt, then please check the references.
Slides.
www.dtubbenhaue...
TeX files for the presentation.
github.com/dtu...
Thumbnail.
upload.wikimed...
upload.wikimed...
Main discussion.
link.springer....
darkwing.uoreg...
en.wikipedia.o...
ncatlab.org/nl...
math.berkeley....
en.wikipedia.o...
en.wikipedia.o...
en.wikipedia.o...
www.ams.org/no...
Background material.
en.wikipedia.o...
en.wikipedia.o...
en.wikipedia.o...
en.wikipedia.o...
en.wikipedia.o...
en.wikipedia.o...
en.wikipedia.o...
Computer talk.
demonstrations...
doc.sagemath.o...
doc.sagemath.o...
doc.sagemath.o...
doc.sagemath.o...
doc.sagemath.o...
doc.sagemath.o...
Pictures used.
Picture from en.wikipedia.o...
Picture from en.wikipedia.o...
en.wikipedia.o...
en.wikipedia.o...
en.wikipedia.o...
upload.wikimed...
upload.wikimed...
Picture from bookstore.ams....
Picture from www.ams.org/no...
KZitem and co.
• Why study Lie theory? ...
• Lie groups and Lie alg...
• WHCGP: Natalie Paquett...
• Generalized Kac-Moody ...
#algebra
#numbertheory
#mathematics
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