Lie algebra for particle physics

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SUMMARY

The discussion centers on the search for a suitable book on Lie algebra and representation theory specifically tailored for applications in particle physics. A recommendation is made for Georgi's book, which effectively bridges the gap between mathematical theory and physical applications, providing foundational concepts without delving excessively into theorem proofs. This resource is particularly valuable for those looking to understand the practical implications of abstract algebra in the context of physics.

PREREQUISITES
  • Understanding of basic algebraic structures
  • Familiarity with particle physics concepts
  • Knowledge of representation theory
  • Basic mathematical proficiency in abstract algebra
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Students and professionals in theoretical physics, particularly those interested in the mathematical foundations of particle physics and the application of Lie algebra and representation theory.

Silviu
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Hello! I am sorry that this questions is not actually directly related to physics, but, can anyone recommend me a good book about abstract algebra (basically lie algebra, representation theory etc.) used in physics? I have tried for a long time to find something online but I haven't find a satisfactory one (some of them present the theory from a mathematical point of view, without physical implications, and the ones that present the theory from a physical point of view, skip some steps or definitions that I need to look for in other books in order to get the ideas behind). I would like a book to start with basic concepts, but from a physics point of view (by this I mean, I am not that much interested in the proof of theorems, as I am in seeing how you can apply the theory to particle physics). Thank you and sorry again.
 
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Georgi's book meets your demands.
 
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