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Intriguing integrals: Part I
What's the integral of
? If you're up to speed with your calculus, you can probably rattle the answer off by heart. But can you prove it?
introduces an ingenious method for deriving the integral from first principles.
Intriguing integrals: Part II
Coming to think of it, is the standard formula for the integral of
really the best one?
makes an interesting case that it is not.
From Arsenal to RSA: An interview with Marcus du Sautoy
Marcus du Sautoy talks about football, cryptography, and numbers.
Another way of voting
Should we let go of the "one person, one vote" principle?
Kissing the curve – manifolds in many dimensions
Following on from our previous article about curvature of lines and surfaces, we now move up to curvature of...
Why wait a second?
Why today is 24 hours and 1 second long.
What is general relativity?
To celebrate the centenary of the general theory of relativity we asked physicist David Tong to explain the...
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