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welcome to the weird side of the internet

@trains-tho / trains-tho.tumblr.com

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The chain rule is easy to remember, you just cancel those two ‘DYs.’ But you can only do that when there’s no mathematicians looking.

Geoffrey Hinton, on the Chain Rule (from Neural Networks for Machine Learning, Coursera)

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prfsrzoom

Mister Doctor Professor Zoom?

I can’t stop making these, they make me laugh so much lol!

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Me, trying to open up to my friends: I feel sad
Them: aw :(
Me: okay I'm never doing that again
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Graph of the number of times, N(n), that an integer, n, appears in Sloane’s Online Encyclopedia of Integer Sequences, from a paper by Nicolas Gauvrit, Jean-Paul Delahaye, and Hector Zenil. The graph is approximately exponential in n, N(n) ≈ k * n-1.33, which is predicted by the algorithmic complexity of the integers n. There’s a visible gap, which the authors call “Sloane’s Gap”, separating clouds of “more interesting” and “less interesting” numbers. Many of the “more interesting” numbers are squares, primes, and numbers with many factors.

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