The discussion centers on recommended introductory resources for Group Theory, specifically for physicists. A notable mention is "Lie Algebras in Particle Physics" by H. Georgi, which is highly recommended for its clarity. Additionally, a free lecture note titled "Gruppen" (167 pages) is available in German, which effectively bridges Lie theory and physics, although it is not in English. The discussion emphasizes the accessibility of these resources for those interested in the subject.
PREREQUISITESThis discussion is beneficial for physicists, mathematicians, and students seeking foundational knowledge in Group Theory, particularly those interested in its applications in particle physics.
Well, I can read German. Are the notes accessible?fresh_42 said:I recently came across a very nice book which exactly addressed your requirements, however and unfortunately, it was a) not a book, but a lecture note (167 pages), and b) in German rather than English. It was the first time I saw the subject presented so clear and comparably easy.
I confused two sources. Correction: It is a book and has 282 pages. But it is free for private use:StenEdeback said:Well, I can read German. Are the notes accessible?
Thank you very much!fresh_42 said:I confused two sources. Correction: It is a book and has 282 pages. But it is free for private use:
https://www.tpi.uni-jena.de/~wipf/lectures/gruppen/gruppenhead.pdf
I liked especially the last two chapters where the bridge between Lie theory and physics is explained.