Baake, Michael; Grimm, Uwe; Heuer, Manuela and Zeiner, Peter
Coincidence rotations of the root lattice A4.
European Journal of Combinatorics, 29(8) pp. 1808–1819.
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The coincidence site lattices of the root lattice A4 are considered, and the statistics of the corresponding coincidence rotations according to their indices is expressed in terms of a Dirichlet series generating function. This is possible via an embedding of A4 into the icosian ring with its rich arithmetic structure, which recently led to the classification of the similar sublattices of A4.
||2008 Michael Baake
|Project Funding Details:
|Funded Project Name||Project ID||Funding Body|
|Combinatorics of Sequences and Tilings and its Applications||EP/D058465/1||EPSRC (Engineering and Physical Sciences Research Council)|
||Mathematics, Computing and Technology > Mathematics and Statistics
||22 Oct 2008 09:41
||26 Mar 2014 05:43
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