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Most helpful customer reviews
4.0 out of 5 stars
An Interesting Book,
By A Customer
This review is from: Mathematics for the Nonmathematician (Paperback)
As an overview and introduction to the history and conceptual development of mathematics, this is a very interesting book. As a primer for anyone seeking to learn or brush up on these principles, it falls a bit short.I enjoy the history and Mr. Kline's development of this subject but I was looking more for an instructional book that would teach me these basics as it developed the ideas and history. While it's an interesting book, it falls short as a teaching device because:
5.0 out of 5 stars
The only math book that can be enjoyed w/your favorite latte,
By Marcus Abundus (Los Altos, CA USA) - See all my reviews
This review is from: Mathematics for the Nonmathematician (Paperback)
This book is truly an achievement. While not intended for true practitioners, the book is entertaining while though provoking at the same time. I take it with me to my favorite coffee shop sometimes just to open it randomly and read a few pages at a time. Not only does the author weave great historical moments with the progression of mathematical thought, he covers areas such as physics, art, music, and astronomy. He has also renewed my interest in taking the subject up again after many years. I have enrolled in a course in the Calculus based on this as well as other great math books.
3.0 out of 5 stars
good, but...,
By A Customer
This review is from: Mathematics for the Nonmathematician (Paperback)
This book is good if you want to follow a kind of general cognitive & mental thread through world history from the Babylonians to the Greeks and from the Greeks to the present day (circa 1967?). You get a great overview of how the practice & conception of mathematics changed from each major civilization. However, as someone who has studied Classical literature & Classical languages, I can attest for a number of discrepencies that Kline makes about (especially) Greek civilization. It's almost as if everyone living in Greece at that time were thinking exactly the same things: all Greeks were rational--never mind the Eleusinian Mysteries, or the Delphic Oracle (both irrational & mystical cults). The Pythagorean cult was just as mystical as it was rational. He uses Greek art & architecture as a prime example--the Parthenon is his paragon of Greek rationality because it is presumably made of straight lines & geometric shapes. But it is obvious to anyone who has actually looked at the Parthenon that there is not one straight line on the damn thing. It's curved in every place imaginable in order to give the appearance of lightness. Granted the curvature of the base of the Parthenon models the curvature of the earth on a minor scale, but the non-linearity of the Parthenon complicates what Kline must have thought was a very simple case. I can take his mathematics seriously but I can't take the historical context very seriously when his examples are contradictory to the logic of his argument. Anyway, it's a good book which gives a good perspective about mathematics & geometry but beware of some of the proselytizing on behalf of deductive reasoning which ends up distorting the historical context.
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