Die Musik der Primzahlen

German language

Published Dec. 4, 2006

ISBN:
978-3-423-34299-5
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4 stars (7 reviews)

The Music of the Primes (British subtitle: Why an Unsolved Problem in Mathematics Matters; American subtitle: Searching to Solve the Greatest Mystery in Mathematics) is a 2003 book by Marcus du Sautoy, a professor in mathematics at the University of Oxford, on the history of prime number theory. In particular he examines the Riemann hypothesis, the proof of which would revolutionize our understanding of prime numbers. He traces the prime number theorem back through history, highlighting the work of some of the greatest mathematical minds along the way. The cover design for the hardback version of the book contains several pictorial depictions of prime numbers, such as the number 73 bus. It also has an image of a clock, referring to clock arithmetic, which is a significant theme in the text.

3 editions

Review of 'The Music of the Primes' on 'Goodreads'

4 stars

It was good, but, ironically for a book about math I found myself sometimes wishing there was just a touch more math in it. This delves far more into the history of the subject, which is interesting and useful in its own way.

It's always strange, however, to read a math book and get the vibe that the writer is afraid too much math will scare off his readers. I think if it had just a touch more, it would have been perfect, but after reading the book once-through I was still confused what the function R(primes) was, only knew that it existed and helped predict primes using the zeta function zeroes as a correction, which seems a shame when it is so important to the subject, and I had to go to another book to figure that out in more detail.

Read this if you are interested in mathematical …

Review of 'The Music of the Primes' on 'Goodreads'

4 stars

This was a really fun read. du Sautoy makes the history of the primes a fascinating adventure with mathematicians throughout history picking up the torch and contributing a little more to our understanding of these remarkable numbers. While he does get a little scattered at points, it does all tie together pretty well.

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