The Ubiquity of ADE Graphs, and the Mutation and Numbers Games | Math Seminars | NJ Wildberger

[@dwaynestammer5568]

Prof Wildberger posses the rare combination of being brilliant and good at communicating. His entire collection of videos is high quality.

[@njwildberger]

Thanks Dwayne!

[@John----Smith]

and, what is more, he uses simple words and therefore makes the stuff available for non-mathematicians.

[@RichardSouthwell]

Do we can get something well known if we play the same game, but for a square matrix that is not necessarily an adjacency matrix of a graph ?

[@codebeard]

Thanks Prof Wildberger, I hope you can upload the rest of the series on this

[@njwildberger]

It is ongoing, but hopefully more will be uploaded.

[@josh34578]

Thanks for this clear and interesting lecture. Math is a lifelong hobby for me, and this starts to cover some things I've been curious about for a while.

[@robnicolaides3070]

Excellent talk, and very interesting object, thanks Norm. Is there a bijection between reduced words of the longest element in the group (maybe up to inverses) and root populations? Where can I learn more?