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- Double_bubble_conjecture abstract "In the mathematical theory of minimal surfaces, the double bubble conjecture states that the shape that encloses two given volumes and has the minimum possible surface area is a standard double bubble, three spherical surfaces meeting at angles of 2π/3 on a common circle. It is now a theorem, as a proof of it was published in 2002.".
- Double_bubble_conjecture thumbnail Double_bubble.png?width=300.
- Double_bubble_conjecture wikiPageID "36280269".
- Double_bubble_conjecture wikiPageRevisionID "592338256".
- Double_bubble_conjecture hasPhotoCollection Double_bubble_conjecture.
- Double_bubble_conjecture title "Double Bubble".
- Double_bubble_conjecture urlname "DoubleBubble".
- Double_bubble_conjecture subject Category:Minimal_surfaces.
- Double_bubble_conjecture comment "In the mathematical theory of minimal surfaces, the double bubble conjecture states that the shape that encloses two given volumes and has the minimum possible surface area is a standard double bubble, three spherical surfaces meeting at angles of 2π/3 on a common circle. It is now a theorem, as a proof of it was published in 2002.".
- Double_bubble_conjecture label "Double bubble conjecture".
- Double_bubble_conjecture sameAs m.0k2jmqf.
- Double_bubble_conjecture sameAs Q5299978.
- Double_bubble_conjecture sameAs Q5299978.
- Double_bubble_conjecture wasDerivedFrom Double_bubble_conjecture?oldid=592338256.
- Double_bubble_conjecture depiction Double_bubble.png.
- Double_bubble_conjecture isPrimaryTopicOf Double_bubble_conjecture.
