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We are very careful to package and seal them properly so that they are safe on their journey to you. Here at the Country House we work ever so hard to ensure the quality of our books and the satisfaction of our customers. He has so many kernels of mathematical insight spread throughout the book that it is hard to keep track of them all. Brian M. Alex J Best. They look to be written at similar times but Pinter's does seem slightly more modern somehow. Hopefully someone who has read both can comment. Tons of information here. More about intuitive understanding that calculations.

I don't know why, really, but it just rubbed me as Asaf Karagila. Ron Gordon. I think that the matching paperback came out three years later. Scott Apr 13 '13 at And for what? A slightly nicer font? Hopefully I've corrected the mis-statements in my original answer.

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Intro to nsa using Nelson's internal set theory. Regular polytopes , Coxeter. Lots in there that's hard to find elsewhere even after so much time. Matthew Towers.

Bennett Gardiner. Harald Hanche-Olsen. Peter K. James S. It's really good, but it needs to be edited. It has weird inconsistencies in the theory and some straight-up minor errors.

Cook Sep 30 '14 at Sometimes his too-strong hypotheses are seemingly motivated by a desire to use an unnecessary technique in a proof. In the integral chapters, he has several proofs that are as horrible epsilon-wise as I've ever seen, again unnecessarily, since he could split them into several intuitive simple lemmas.

I'm curious, do you know of a book which has the improved proofs you mention in the review. I found his discussion of how the contraction mapping sets-up the inverse and implicit mapping theorems was pretty lucid. Maybe you've written something? Cook Oct 1 '14 at But I just fixed things as I went along and didn't write formal notes, which I thought would take too long. My feeling was that the entire book needed to be redone, and not being an analyst, nor even having a fully formed opinion until the end of the class, I didn't think I was the one to do it.

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Perhaps next time I teach it. But, if you like, we could discuss the corrections that I remember making, by email. It probably wouldn't be too hard to reproduce them.


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