I spoke of the 'real' mathematics of Fermat and other…
““I spoke of the 'real' mathematics of Fermat and other great mathematicians, the mathematics which has permanent aesthetic value, as for example the best Greek mathematics has, the mathematics which is eternal because the best of it may, like the best literature, continue to cause intense emotional satisfaction to thousands of people after thousands of years. These men were all primarily pure mathematicians; but I was not thinking only of pure mathematics. I count Maxwell and Einstein, Eddington and Dirac, among 'real' mathematicians. The great modern achievements of applied mathematics have been in relativity and quantum mechanics, and these subjects are, at present at any rate, almost as 'useless' as the theory of numbers. It is the dull and elementary parts of applied mathematics, as it is the dull and elementary parts of pure mathematics, that work for good or ill.””
About This Quote
This interpretation was drafted with AI assistance. It is one reading of the quote, not the author's own explanation.
Pure mathematics offers lasting beauty and emotional fulfillment, unlike many applied fields that may seem utilitarian.
In simple terms: Pure math is beautiful and timeless.
Key Takeaway
Appreciate elegance over utility.
Themes
mathematics
beauty
eternity
Mood
inspirational
intellectual
Type
philosophical
reflective
When to use this quote
- education
- research
- public outreach
- artistic inspiration
Key Concepts
aesthetics
philosophy of science
Questions to Reflect On
- Why do we value beauty in abstract ideas?
- Can utility and aesthetics coexist?
A Different Perspective
Applied math can be practical but less inspiring.