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Roland BacherTables de réseaux entiers unimodulaires construits comme $k$-voisins de $Z^n$Journal de théorie des nombres de Bordeaux,
9 no.
2 (
1997), p. 479-497, doi:
10.5802/jtnb.214
Article
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MR 1617410 |
Zbl 0906.11033
This paper contains all informations and data for constructing all integral unimodular lattices of dimension $\le 24$ as $k$-neighbours of the standard lattice $Z^n$.
[1] R. Bacher, Réseaux unimodulaires sans automorphismes, Thèse No 2597, Université de Genève, 1993. [2] J.H. Conway et N.J.A. Sloane, Sphere Packings, Lattices and Groups, Springer, 1988. MR 920369 |
Zbl 0634.52002 [3] M. Kneser, Klassenzahlen definiter quadratischer Formen, Arch. der Math. vol.VIII (1957), 241-250. MR 90606 |
Zbl 0078.03801[4] Y. Mimura, Explicit examples of unimodular lattices with the trivial automorphism group, Proceeding of KAIST Mathematics Workshop, vol.5, Algebra and topology, Korea Adv.Inst.Sci.Tech., Taejon, 91-95. MR 1098723 |
Zbl 0735.11026[5] R. Schulze-Pillot, An algorithm for computing genera of ternary and quaternary quadratic forms, Proceedings of the International Symposium on Symbolic and Algebraic Computation, Bonn (1991), 134-143. Zbl 0925.11045