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Main Question or Discussion Point
Hi,
I'm trying to prove the theorem found in the following scan of Coleman's Aspects of Symmetry.
So far, I have managed to show that the functions on both sides have simple zeros/poles, but I fail to see why they are meromorphic functions, and the steps that lead to their asymptotic behavior.
any help is greatly appreciated!
I'm trying to prove the theorem found in the following scan of Coleman's Aspects of Symmetry.
So far, I have managed to show that the functions on both sides have simple zeros/poles, but I fail to see why they are meromorphic functions, and the steps that lead to their asymptotic behavior.
any help is greatly appreciated!
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