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- Title
Lattices in one-dimensional quaternionic linear space that are invariant with respect to finite linear groups.
- Authors
Bykov, Yu. V.
- Abstract
The article presents a study which examines the lattices of a one-dimensional quaternionic linear space. The study involves affine Hermitian reflections to determine the classification of the discrete groups of the space. Moreover, it mentions that the finite subgroups of the linear space are based on the subgroup of G generated by some subsets.
- Subjects
QUATERNIONS; UNIVERSAL algebra; VECTOR spaces; HERMITIAN structures; INFINITE groups; MATHEMATICAL analysis; MATHEMATICAL optimization
- Publication
Mathematical Notes, 2011, Vol 89, Issue 1/2, p133
- ISSN
0001-4346
- Publication type
Article
- DOI
10.1134/S0001434611010159