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Is there a book for someone who already knows some group theory and theory of group representations on the mathematical side, and just wants something which explains the applications in particle physics and the Standard Model?

To be clear, I am not looking for a book which is intended or written for physicists, and I do not need anything extremely rigorous. I simply need a book which explains how things work with groups and group reps in particle physics and the Standard Model from the physical point of view

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The good reference is a book by https://www.amazon.com/Symmetries-Lie-Algebras-Represen-Mathematical/dp/0521541190 - it is a about group theory and application in Physics, but aimed more at mathematicians.

I would also recommend https://www.amazon.com/dp/0521558859 as a something more applied and physicist aimed, with applications in crystallography and condensed matter.

And the book by Wu-Ki Tung, has a detailed discussion in applications to QFT and symmetry of classical and qunatum systems. https://www.amazon.com/Group-Theory-Physics-Wu-Ki-Tung/dp/9971966565/ref=pd_sbs_14_2/134-6903610-5306660?_encoding=UTF8&pd_rd_i=9971966565&pd_rd_r=cbb5053e-51fb-4c15-b965-836f7f44823d&pd_rd_w=K52lx&pd_rd_wg=nd473&pf_rd_p=b65ee94e-1282-43fc-a8b1-8bf931f6dfab&pf_rd_r=1CQDXH2D1AXRVF8Z53KC&psc=1&refRID=1CQDXH2D1AXRVF8Z53KC

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