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math.MGMay 11, 2007
41
citations (OpenAlex)
authors
  • Ben W. Reichardt
institutions
  • California Institute of Technology
arXiv abstractPDF
paper

Proof of the Double Bubble Conjecture in R^n

arXiv:0705.1601 · doi:10.1007/s12220-007-9002-y

Abstract

The least-area hypersurface enclosing and separating two given volumes in R^n is the standard double bubble.

20 pages, 22 figures

Cited by in corpus (11)

  • Symmetric double bubbles in the Grushin plane
  • On the Steiner property for planar minimizing clusters. The anisotropic case
  • A minimal partition problem with trace constraint in the Grushin plane
  • On the Steiner property for planar minimizing clusters. The isotropic case
  • The double and triple bubble problem for stationary varifolds: the convex case
  • 1D Triple Bubble Problem with Log-Convex Density
  • On the isoperimetric properties of Planar N-clusters
  • Lower bound for the perimeter density at singular points of a minimizing cluster in RN
  • A stability inequality for the planar lens partition
  • The Optimal Double Bubble for Density rp
  • Double bubbles for immiscible fluids in Rn
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