I'm wondering if there is a formula or algorithm how many uniform rectangles of size $a\times b$ I can put in a square of size $c\times c$.
Does anyone have a hint for literature?
I'm wondering if there is a formula or algorithm how many uniform rectangles of size $a\times b$ I can put in a square of size $c\times c$.
Does anyone have a hint for literature?
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The link that Jean Marie shared was what I was looking for