this post was submitted on 04 Mar 2026
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Science Memes

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[–] MeetMeAtTheMovies@hexbear.net 2 points 4 hours ago (1 children)

Isn’t there a difference between “the most squares fit into a square” and “a collection of squares optimized for maximum small-square area inside of a larger square”? If there’s a difference in solutions, what would the solution for the latter actually be?

Mathematicians halp plz

[–] ranzispa@mander.xyz 1 points 3 hours ago

I'm sure a big square inside the main square would have a higher surface area than this. Calculations over the top of my head tell me this, but then again, I didn't publish an article on the subject.