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Open Accesshttps://doi.org/10.1090/bproc/247
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Cite Publication Date: Dec 17, 2024 | |
 License type: CC BY 3.0 |
Proving the universal optimality of the hexagonal lattice is one of the challenging endeavors of nowadays mathematics. In this note, we show that the hexagonal lattice outperforms certain “simple” classes of periodic configurations, including a natural nonlattice configuration—the honeycomb.
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