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Vignettes on automorphic and modular forms, representations, L-functions, and number theory |
 | | A version of it will appear in the AIM conference volume on Eisenstein series, likely as a too-long appendix to a paper of Michael Harris', namely "A simple proof of rationality of Siegel-Weil Eisenstein series" [http://www.math.jussieu.fr/~harris/SW.pdf] which does explain something of the context. |
| | The absolutely simplest case: spherical Eisenstein series for SL(2,Z), of course, assuming basic results from the theory of the constant term, paying attention to the proper notion of truncation. |
| | Used in reduction of the non-maximal parabolic case to the maximal parabolic case in treatment of Eisenstein series, and in the proof (for the Selberg-Bernstein argument for meromorphic continuation) that a composition of weakly holomorphic morphisms of topological vectorspaces maps is again weakly holomorphic. |
| www.math.umn.edu /~garrett/m/v (1519 words) |
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