Comparing Books on Lie Groups: Representations & Compact Lie Groups

mrandersdk
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I'm taking a course on Lie Groups and the Representations. We are using the book: Representations of compact Lie Groups by Bröcker and Dieck, and I find it very unorganized and sometimes sloppy. Can anybody recommend a very clear and rigorous book, where it is not prove by example, "it is easily seen", etc.

I have taking a course on manifolds and riemannian geometry so I'm not a complete novice in the field of differential geometry.

I've been thinking about the book Compact Lie Groups by Sepanski, anybody got a comment on this book?

Thanks in advance.
 
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I know next to nothing about the topic, but I am a professional mathematician and thus understand the value of expert treatments.

hence i would suggest looking at the books by great experts like chevalley, weyl, serre.

such books tend to be hard and condensed , but well organized and authoritative.
 
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