Title
A note on energy minimization in dimension 2
Author
Abstract
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.
Object type
Language
English [eng]
Persistent identifier
https://phaidra.univie.ac.at/o:2115882
Appeared in
Title
Proceedings of the American Mathematical Society, Series B
Volume
11
Issue
57
ISSN
2330-1511
Issued
2024
From page
664
To page
679
Publisher
American Mathematical Society (AMS)
Version type
Date issued
2024
Access rights
License
Rights statement
© Copyright 2024 by the authors
University of Vienna | Universitätsring 1 | 1010 Vienna | T
+43-1-4277-0