bn:01501786n
Noun Concept
Categories: Packing problems
EN
smoothed octagon  Reinhardt's conjecture  Reinhardt conjecture
EN
The smoothed octagon is a region in the plane found by Karl Reinhardt in 1934 and conjectured by him to have the lowest maximum packing density of the plane of all centrally symmetric convex shapes. Wikipedia
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EN
The smoothed octagon is a region in the plane found by Karl Reinhardt in 1934 and conjectured by him to have the lowest maximum packing density of the plane of all centrally symmetric convex shapes. Wikipedia
Region in the plane conjectured to have the lowest maximum packing density of the plane of all centrally symmetric convex shapes Wikidata
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