![]() rather than enabling us to do more than we could previously. To download any exercise to your computer. And I note that the usual books on "real analysis" seem inordinately devoted to scaring us and making us worry about the legitimacy of doing anything at all. The downloadable files below, in PDF format, contain answers to the exercises from chapters 1 - 9 of the 5th edition. It wouldn't explain the number theoretic motivation. (Systematic reading of whole books about functional analysis or measure-and-integration is surely not necessary, although, yes, of course, such background would provide a "complete-logical" background. Having it be the second more-advanced book one has read on the subject is desirable. as his foundation.Īlthough Weil's book contains a number of things difficult to find elsewhere, it is also rather quirky, and in a fashion not excessively reader-friendly. After reading that more-conventional treatment, one will have an idea what Weil is accomplishing by seeming (!) to emphasize measure. Rather, I think one might be happiest with a prior reading of a serious (as opposed to easy-intro) book on Alg No Th, such as Serge Lang's. and it is just the same as needed for Iwasawa-Tate's rewriting of Hecke's treatment of L-functions of number fields. If anything, an attentive reading of the initial parts of Weil show exactly what one needs of invariant measures and integrals. While it is true that Weil appears to require that his reader appreciate Haar measure, I think there is serious risk of over-interpreting this.
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