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Литература
J. A. Ahsan, Ring all of whose ideals are finitely embedded,Studia Sci. Math. Hung.,9 (1974), 327–330.
J. A. Beachy, On quasi-Artinian rings,J. London Math. Soc.,3 (1971), 449–452.
К. Фейс, Алгебра,Кольча, мо∂улu u камеzорuu, т. 2, МИР (Москва, 1979).
S. M. Ginn, A counter-example to a theorem of Kurshan,J. Algebra,40 (1976), 105–106.
M. Kamil, On quasi-Artinian rings,Rend. Math. 9 (1976), 613–615.
Ф. КашМо∂улu u кольца, МИР (Москва, 1981).
A. G. Kurosch, Zur Zerlegung unendlicher Gruppen,Math. Ann.,106 (1932), 107–113.
T. Onodera, Ein Satz über koendlich erzeugteRZ-Modul,Tohoku Math. J.,23 (1971), 691–695.
T. Onodera, Linearly compact modules and cogenerators,J. Fac. Sci. Hokkaido U., Ser. 1,22 (1972), 116–125.
T. Onodera, Linearly compact modules and cogenerators II,Hokkaido Math. J.,2 (1973), 243–251.
T. Onodera, Koendlich erzeugte Modul und Kogeneratoren,Hokkaido Math. J. 2 (1973), 69–83.
P. F. Smith, Finitely embedded modules over group rings,Proc. Edinburg Math. Soc. 21, ser 2 (1978), 55–64.
F. A. Szász,Radicals of rings, Akadémiai Kiadó (Budapest, 1981).
P. Vámos, The dual of the notion of finitely generated,J. London Math. Soc.,43 (1968), 643–646.
S. M. Yahya,p-pure exact sequence and the group ofp-pure extensions,Ann. Univ. Sci. Budapest,5 (1962), 179–191.
S. M. Yahya, Al-Daffa, Ali A, Cogenerators in modules over Dedekind domains,Math. Sem. Notes Kobe Univ.,8 (1980), 91–102.
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Бейдар, К.И., Салавова, К. Ов одном классе колец с существенным правым цоколем. Acta Math Hung 53, 55–59 (1989). https://doi.org/10.1007/BF02170053
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DOI: https://doi.org/10.1007/BF02170053