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Title: Radical classes of cyclically ordered groups (English)
Author: Jakubík, Ján
Author: Pringerová, Gabriela
Language: English
Journal: Mathematica Slovaca
ISSN: 0139-9918
Volume: 38
Issue: 3
Year: 1988
Pages: 255-268
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Category: math
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MSC: 06F20
idZBL: Zbl 0662.06004
idMR: MR977904
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Date available: 2009-09-25T10:10:14Z
Last updated: 2012-08-01
Stable URL: http://hdl.handle.net/10338.dmlcz/129356
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Reference: [1] CHEHATA C. G., WIEGANDT R.: Radical theory for fully ordered groups.Mathematica - Rév. d'Anal. Numér. Théor. Approx. 20 (43), 1979, 143-157. MR 0530451
Reference: [2] CONRAD P.: K-radical classes of lattice ordered groups.Conf. Algebra, Carbondale, 1980, Lect. Notes in Math. 848. MR 0613186
Reference: [3] Фукс Л.: Частично упорядоченные алгебраические системы.Mocквa 1972. Zbl 1225.01023
Reference: [4] GARDNER B. J.: Some aspects of radical theory for fully ordered abelian groups.Comment. math. Univ. Carol. (CMUC) 26, 1985, 821-837. Zbl 0584.06010, MR 0831815
Reference: [5] JAKUBÍK J.: On the lattice of radical classes of linearly ordered groups.Studia scient. mathem. Hungar. 19, 198 V 76-86.
Reference: [6] JAKUBÍK J.: On the lattice of semisimple classes of linearly ordered groups.Čas. pěst. matem. 107, 1982, 183-190. MR 0704063
Reference: [7] JAKUBÍK J.: On radical classes of abelian linearly ordered groups.Math. Slovaca 35, 1985, 141-154. Zbl 0579.20034, MR 0795009
Reference: [8] JAKUBÍK J.: K-radical classes of abelian linearly ordered groups.Math. Slovaca 38, 1988, 33-44. Zbl 0646.06012, MR 0945078
Reference: [9] JAKUBÍK J., ČERNÁK Š.: Completion of a cyclically ordered group.Czechosl. Math. J. 37, 1987,157-174. Zbl 0624.06021, MR 0875137
Reference: [10] JAKUBÍK J., PRINGEROVÁ G.: Representations of cyclically ordered groups.Čas. pěst. matem. 113, 1988, 197-208. Zbl 0654.06016, MR 0949044
Reference: [11] JAKUBÍKOVÁ M.: Hereditary radical classes of linearly ordered groups.Čas. pěst. matem. 107, 1982, 199-207. MR 0704065
Reference: [12] PRINGEROVÁ G.: Covering condition in the lattice of radical classes of linearly ordered groups.Math. Slovaca 33, 1983, 363-369. Zbl 0519.06015, MR 0720506
Reference: [13] PRINGEROVÁ G.: On semisimple classes of abelian linearly ordered groups.Čas. pěst. matem. 108, 1983, 40-52. Zbl 0516.06013, MR 0694139
Reference: [14] RIEGER L.: O uspořádaných a cyklicky uspořádaných grupách I, II, III.Věstník král. české spol. nauk 1946, 1-31; 1947, 1-33; 1948, 1-26.
Reference: [15] SWIERCZKOWSKI S.: On cyclically ordered groups.Fundament. Math. 47, 1959, 161-166. Zbl 0096.01501, MR 0110759
Reference: [16] ЗАБАРИНА А. И.: К теории сиклически упорядоченных групп.Матем. заметки 31, 1982, 3-12. Zbl 1239.01036
Reference: [17] ЗАБАРИНА А. И.: О линейном и циклическом порядках в группе.Сибир. матем. ж. 26, 1985, 204-207. Zbl 1239.11074, MR 0788349
Reference: [18] ЗАБАРИНА А. И., ПЕСТОВ Г. Г.: К теореме Сврчковского.Сибир. матем. ж. 25, 1984, 46-53. Zbl 1239.01039, MR 0754739
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