The Sphere-Packing Problem in High Dimensions
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YouTubeQuanta Magazine
The Sphere-Packing Problem in High Dimensions
The sphere-packing problem is simple to state: How do you arrange identical spheres to fill as much volume as possible without overlapping? In three dimensions, you can arrange spheres in a pyramid-shaped pile, the way oranges get stacked in a grocery store. But what about in higher dimensions? In April, Quanta reported on the first significant ...
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