Our Review/Thoughts

For example, Rudin introduces regularity (which can be assumed for Lebesgue measure, since R^n is one of the nicest topological spaces), a concept that will appear over and over again for all measures

You can see every new edition, the author just adds 1000,2000 new questions in the big telephone book

I wrote this review years ago under another Amazon account

I have seen quite a few remarks about the price

Not motivated? Judas just stick a dagger in my heart

Rudin's chapters on integration and differentiation are like most other texts, with the exception that Rudin generalizes the Riemann integral to the Riemann-Steijtles case, which is useful in both applications and as a demonstration of a more general form of integration

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