Handbook of
Analysis & its Foundations
(paper 1996, CD 1999), Academic Press.
If a mathematical object is not constructible,
we should say so; the student who is unable to visualize
some object will be reassured upon hearing that no one
else can visualize it either.
S.I.A.M. Review
called this book
"daring
and innovative," and
also said:
"Every once in a while a book comes along that so
effectively redefines an educational enterprise -- in
this case, graduate mathematical training -- and so
effectively reexamines the hegemony of ideas prevailing
in a discipline -- in this case, mathematical analysis --
that it deserves our careful attention. This is such a
book. There is nothing else remotely similar to
it in any of the current books on integration,
real analysis, set theory, or any other related subject. ..."
[review
continues]