From Amazon
We tend to think of mathematics as uniquely rigorous, and of mathematicians as supremely smart. In his introduction to
The Mathematical Experience, Gian-Carlo Rota notes that instead, "a mathematician's work is mostly a tangle of guesswork, analogy, wishful thinking and frustration, and proof ... is more often than not a way of making sure that our minds are not playing tricks." Philip Davis and Reuben Hersh discuss everything from the nature of proof to the Euclid myth, and mathematical aesthetics to non-Cantorian set theory. They make a convincing case for the idea that mathematics is not about eternal reality, but comprises "true facts about imaginary objects" and belongs among the human sciences.
--This text refers to an out of print or unavailable edition of this title.
Review
"A brilliant and engrossing view of the development of mathematics...wonderful at communicating its beauty and excitement to the general reader." (
The New York Times )
"A perfectly marvelous book." (
The New Yorker )
"A true gem, one of the masterpieces of our age." (
American Monthly )
--This text refers to the
Paperback
edition.