Automorphisms in generalized spaces

Author:

Egorov I. P.

Publisher

Springer Science and Business Media LLC

Subject

Applied Mathematics,General Mathematics,Statistics and Probability,Applied Mathematics,General Mathematics,Statistics and Probability

Reference417 articles.

1. B. A. Abakirov, ?On four-dimensional Riemannian spaces admitting intransitive groups of homothetic motions G5,? in: Motions in Spaces with Affine Connections [in Russian], Kazan Univ. (1965), pp. 202?203.

2. B. A. Abakirov, ?Four-dimensional Riemannian spaces admitting solvable, simply transitive groups of homotheties with three-dimensional Abelian subgroups,? in: Materials of the Thirteenth Scientific Conference of the Professorial ?Instructorial Body of the Faculty of Physics-Mathematics of Kirghiz Univertisy. Mathematics Section [in Russian], Frunze (1965), pp. 6?9.

3. B. A. Abakirov, ?Group of homothetic transformations H6 in spaces V4,? Tr. Kirg. Univ. Ser. Mat. Nauk, No. 6, 15?18 (1967).

4. B. A. Abakirov, ?Transitive groups of homotheties H5 with simply transitive subgroups of motions in spaces V4,? Uch. Zap. Ryazansk. Pedagog. Inst.,67, 171?177 (1968).

5. B. A. Abakirov, ?Transitive group of homotheties G5 with nontransitive normal subgroup G4 in spaces V4,? Tr. Kirg. Univ. Ser. Mat. Nauk, No. 5, 13?21 (1968).

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