VI Arnold: Mathematical Understanding of Nature

In summary, the conversation discusses the advantages of not all speaking the same language, specifically the possibility of a legendary mathematician authoring a book that has recently been translated. The book is not well known and currently out of stock on Amazon.
  • #1
JanEnClaesen
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One of the advantages of not all speaking the same language is that a great, dead but legendary mathematician might still author a book. It's only recently translated, apparently:

https://www.amazon.com/dp/1470417014/?tag=pfamazon01-20
 
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  • #2
Thanks for the post! Sorry you aren't generating responses at the moment. Do you have any further information, come to any new conclusions or is it possible to reword the post?
 
  • #3
That's all right, it's because the book doesn't seem to be well known that I posted about it, it's also out of stock on Amazon, so I haven't been able to order myself.
 

FAQ: VI Arnold: Mathematical Understanding of Nature

1. What is VI Arnold: Mathematical Understanding of Nature?

VI Arnold: Mathematical Understanding of Nature is a book written by mathematician Vladimir Arnold, which discusses the role of mathematics in understanding and describing natural phenomena.

2. Who is VI Arnold?

VI Arnold, also known as Vladimir Arnold, was a famous Russian mathematician who made significant contributions to the fields of dynamical systems, differential equations, and singularity theory.

3. What makes VI Arnold's book unique?

VI Arnold's book is unique because it presents a comprehensive and accessible overview of the connections between mathematics and nature, delving into topics such as symmetries, chaos, and the interplay between mathematics and physics.

4. What can one learn from reading VI Arnold's book?

By reading VI Arnold's book, one can gain a deeper understanding of how mathematics plays a fundamental role in describing and predicting natural phenomena, and how the two fields are deeply intertwined.

5. Is VI Arnold's book suitable for non-mathematicians?

Yes, VI Arnold's book is suitable for non-mathematicians as it is written in a clear and accessible language, making it easy for readers from various backgrounds to understand the concepts discussed.

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