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On Contact Numbers of Finite Lattice Sphere Packings and the Maximal Coordination of Monatomic Crystals
[article]
2016
arXiv
pre-print
Preserved Fulltext
We algorithmically characterize the maximal contact number problem for finite congruent lattice sphere packings in R^d and show that in R^3 this problem is equivalent to determining the maximal coordination of a monatomic crystal.
arXiv:1602.04246v1
fatcat:tsjw3xqwardpnmvkqm3g2p5hqq