| 单词 | Kelvin's Conjecture |
| 释义 | Kelvin's ConjectureWhat space-filling arrangement of similar polyhedral cells of equal volume has minimal surface Area? Kelvin proposedthe 14-sided Truncated Octahedron. Wearie and Phelan (1994) discovered another 14-sided Polyhedron that has 3%less Surface Area.
Gray, J. ``Parsimonious Polyhedra.'' Nature 367, 598-599, 1994. Wearie, D. and Phelan, R. ``A Counter-Example to Kelvin's Conjecture on Minimal Surfaces.'' Philos. Mag. Let. 69, 107-110, 1994. |
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