Browsing by Subject "math.DG: Differential Geometry"

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    • Double bubbles in S^3 and H^3 

      Corneli, Joseph; Hoffman, Neil; Holt, Paul; Lee, George; Leger, Nicholas; Moseley, Stephen; Schoenfeld, Eric (2008-11-20)
      We prove the double bubble conjecture in the three-sphere S3 and hyperbolic three-space H3 in the cases where we can apply Hutchings theory: 1) in S3, each enclosed volume and the complement occupy at least 10% of the ...