Best book of Lie groups after Hall's one
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I am about to finish reading Hall's Lie Groups, Lie Algebras, and Representations, and searching for the next book.
I am poor at differential geometry but good at algebra, including Lie algebras. Indeed, I know much about representation theory of finite dimensional Lie algebras, and a little about that of infinite dimension.
What would be the best book for me of general theory of Lie group representations? Or should I learn more about geometry before reading further?
reference-request lie-groups
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up vote
1
down vote
favorite
I am about to finish reading Hall's Lie Groups, Lie Algebras, and Representations, and searching for the next book.
I am poor at differential geometry but good at algebra, including Lie algebras. Indeed, I know much about representation theory of finite dimensional Lie algebras, and a little about that of infinite dimension.
What would be the best book for me of general theory of Lie group representations? Or should I learn more about geometry before reading further?
reference-request lie-groups
add a comment |Â
up vote
1
down vote
favorite
up vote
1
down vote
favorite
I am about to finish reading Hall's Lie Groups, Lie Algebras, and Representations, and searching for the next book.
I am poor at differential geometry but good at algebra, including Lie algebras. Indeed, I know much about representation theory of finite dimensional Lie algebras, and a little about that of infinite dimension.
What would be the best book for me of general theory of Lie group representations? Or should I learn more about geometry before reading further?
reference-request lie-groups
I am about to finish reading Hall's Lie Groups, Lie Algebras, and Representations, and searching for the next book.
I am poor at differential geometry but good at algebra, including Lie algebras. Indeed, I know much about representation theory of finite dimensional Lie algebras, and a little about that of infinite dimension.
What would be the best book for me of general theory of Lie group representations? Or should I learn more about geometry before reading further?
reference-request lie-groups
asked Jul 31 at 16:45
user7336686
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1 Answer
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I think that Anthony Knapp's Lie groups beyond an introduction is a good choice.
Thank you for suggestion. I will go to the library and find it.
– user7336686
Aug 1 at 12:02
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1 Answer
1
active
oldest
votes
1 Answer
1
active
oldest
votes
active
oldest
votes
active
oldest
votes
up vote
1
down vote
I think that Anthony Knapp's Lie groups beyond an introduction is a good choice.
Thank you for suggestion. I will go to the library and find it.
– user7336686
Aug 1 at 12:02
add a comment |Â
up vote
1
down vote
I think that Anthony Knapp's Lie groups beyond an introduction is a good choice.
Thank you for suggestion. I will go to the library and find it.
– user7336686
Aug 1 at 12:02
add a comment |Â
up vote
1
down vote
up vote
1
down vote
I think that Anthony Knapp's Lie groups beyond an introduction is a good choice.
I think that Anthony Knapp's Lie groups beyond an introduction is a good choice.
answered Jul 31 at 16:47


José Carlos Santos
112k1696172
112k1696172
Thank you for suggestion. I will go to the library and find it.
– user7336686
Aug 1 at 12:02
add a comment |Â
Thank you for suggestion. I will go to the library and find it.
– user7336686
Aug 1 at 12:02
Thank you for suggestion. I will go to the library and find it.
– user7336686
Aug 1 at 12:02
Thank you for suggestion. I will go to the library and find it.
– user7336686
Aug 1 at 12:02
add a comment |Â
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