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RE: [math, computation] properties of structure constant of SU(N)
I feel you may want to define Lie groups first, or at least give a moviations for Lie algebras. And it's also notable that you use (anti-)commutators without introducing them first. This way, this will have a very narrow range of people who can understand it, while not knowing it already. Maybe add more links in the intro too - although of course that's work.
PS In English, I (i.e. "me") is written with a capital I and it's "i.e." and not "i.e,".
Keep up the good work
@qed
@qed, Nice comment and thanks for your attention. The reason why I did not define Lie group and for other motivation or explanation for some notation is in some sense i'd like to make some other post to explain them in more detail. If I include every details of basic things into a one post, I think that both novice and some relevant student may lose their attention on this post. So at that purpose, I write this post aiming some relevant student who study this subject. In some days, I will try to make a post for general audience. Anyway I understand your meaning and try to adapt your opinion in my future posts.
And thanks for clarifying my English and attention to my post. I will apply your words
Thanks, look forward to more posts.
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Cool.
Take care!
Btw. there is a Wiki by a frantic guy who classifies groups in unending detail
https://groupprops.subwiki.org/wiki/Main_Page