Let G be a finite group. Can anyone give me a motivation and rigorous proof of the Burnside ring A(G) is isomorphic to the zeroth G-equivariant stable stem ?
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$\begingroup$ Just a guess, but have you looked into the lecture notes from the Alaska conference hosted on Peter May's website? $\endgroup$– David WhiteCommented Jan 13, 2014 at 18:45
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$\begingroup$ Have you looked at tom Dieck's "Transformation Groups"? The relevant sections are I.2, II.8 and IV.2. $\endgroup$– Mark GrantCommented Jan 13, 2014 at 21:34
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$\begingroup$ @ White: I can't able to understand the cofiber property of "Equivariant euler chracteristics".Can you give me any rigorous and lucid proof? $\endgroup$– Surojit GhoshCommented Jan 14, 2014 at 10:34
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