Crystallographic classes on the minkowski space R 1,2. I. Theorems

Author:

Garipov R. M.

Publisher

Pleiades Publishing Ltd

Subject

Applied Mathematics,Industrial and Manufacturing Engineering

Reference14 articles.

1. R. M. Garipov, “Crystallographic Groups in Minkowski Space-Time,” in Lavrent’ev Readings on Mathematics, Mechanics and Physics: Abstracts (Lavrent’ev Inst. Hydrodynamics, Novosibirsk, 2005), pp. 34–35.

2. R. M. Garipov, “Crystallographic Classes in Minkowski Space R 1,2,” Dokl. Akad. Nauk., Ross. Akad. Nauk 409(3), 300–304 (2006) [Dokl. Math. 74 (1), 517–520 (2006)].

3. R. M. Garipov, “Ornament Groups on the Minkowski Plane,” Algebra Logika 42(6), 655–682 (2003) [Algebra Logic 42 (6), 365–381 (2003)].

4. R. M. Garipov, “Classification of Crystallographic Groups on a Pseudo-Euclidean Plane up to Isomorphism. I: General Case,” Sibirsk. Zh. Industr. Mat. 6(4), 11–31 (2003).

5. R. M. Garipov, “Classification of Crystallographic Groups on a Pseudo-Euclidean Plane up to Isomorphism. III: Lattices *. Series VII and VIII,” Sibirsk. Zh. Industr. Mat. 7(1), 21–38 (2004).

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