I will add that the paper Laver Tables: from Set Theory to Braid Theory is available on Victoria Lebed's site, together with beamer of the peresentation. (It is the same author and the same filename - so very likely the same paper.) In order to preserve it in some way - here is a link to Wayback Machine. — Martin Sleziak2 mins ago
The question was bumped by Timothy Chow's edit - which was also in order to resurrect dead links.
I have added Internet Archive snapshots also for the links edited byt Timothy Chow.
I'm trying to learn about Freudenthal Triple Systems. Here is the definition given by Helenius [1], start of Section 5:
A Freudenthal triple system is a finite-dimensional vector space $V$
over a field $F$ (with characteristic not 2 or 3) such that
• There is a nonzero quartic form $q$...
I'm trying to learn about Freudenthal Triple Systems. Here is the definition given by Helenius [1], start of Section 5:
A Freudenthal triple system is a finite-dimensional vector space $V$
over a field $F$ (with characteristic not 2 or 3) such that
• There is a nonzero quartic form $q$...
