i think every textbook should have this
From Information Theory, Inference, and Learning Algorithms (McKay)
wallacepolsom
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noise dept.

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@incounting
i think every textbook should have this
From Information Theory, Inference, and Learning Algorithms (McKay)
Geometric Shapes / 260711
came to me in a dream
I love mathematicians so much. No one else is doing it like them. Group of people genuinely only in it for love of the game. Everyone else hates their subject and thinks its boring and useless and these guys are out here talking about how beautiful and incredible and poetic it is with a twinkle in their eyes. No other subject has such a crazy disconnect between public perception and reality. I love it.
Almandrade, Untitled, (India ink on paper), 1973 [Poema Processo arquivo. © Almandrade]
5-10. Finger counting. Elementary exercises for the deaf. 1821.
Internet Archive
i feel really bad for the dot product, it deserved more respect when i learnt about it in high school.
you've heard of optimal square packing, but packing cubes in cubes also exists.
is the optimal for 12 cubes. (image from https://erich-friedman.github.io/packing/cubincub/ )
ok this is even more cursed than squares. i love it and hate it at the same time. my eyes bleed out with hearts to this.
to find a counterexample you have to think like a counterexample
average first sentence of a math wikipedia page:
A snorkle basis is a particular sort of set that has some properties and is generally "nice" (in a rigorous sense) and can do many things and is very practical.
a good comparison