73 of 74 people found the following review helpful:
5.0 out of 5 stars
Choose your edition carefully, March 7, 2006
This is a great book. It's the place where modern number theory begins. It's also well enough written that it's enjoyable to read today.
There are two editions and you have to choose carefully. I don't know whether my review will appear on both editions or just one. The softcover is only $47. The hardcover is $129, but it is a REVISED translation. A single person, who does not seem to be have been a mathematician, made the first translation from Latin in 1965. That was revised by a team of 4 scholars in 1986.
That turns out to be important, because the original translator got a few things wrong, like the logic of a double negative. So there are some places where the first (cheaper, softcover, Yale) edition is either wrong or unclear. Many of these problems have been fixed in the second (more expensive, hardcover, Springer-Verlag) edition.
I bought the first edition and I have no regrets, but you will get extra value for your extra money if you buy the second edition.
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16 of 17 people found the following review helpful:
5.0 out of 5 stars
understandable to all, March 8, 2007
What blows my mind about Gauss's Disquisitiones is that it is understandable to people like me who don't have an advanced background in mathematics. You just need to move through it slowly and carefully. There is a certain joy that comes along with making the discoveries that Gauss walks you through. A book that will change your outlook on life by enhancing what you see as the basic philosophy underlying numbers and mathematics. Mathemtical magicians like Euler and Lagrange will just confuse and dazzle you with their tricks, but Gauss will give you understanding.
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21 of 26 people found the following review helpful:
5.0 out of 5 stars
The best book of all time, August 28, 1998
By A Customer
This review is from: Disquisitiones Arithmeticae (Hardcover)
One of the most important books in the history of human thought, and certainly among the top five in the history of mathematics, by the most important mathematician ever. I enjoy reading Gauss' own methods. Especially interesting if you study congruences, cyclotomy, etc.
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