AE-rings
Manfred Dugas; Shalom Feigelstock
Rendiconti del Seminario Matematico della Università di Padova (2004)
- Volume: 111, page 239-246
- ISSN: 0041-8994
Access Full Article
topHow to cite
topReferences
top- [1] R. A. BOWSHELL - P. SCHULTZ, Unital rings whose additive endomorphisms commute, Math. Ann., 228 (1977), pp. 197-214. Zbl0336.20040MR498691
- [2] M. DUGAS, AA-Rings, to appear in Comm. Alg. MR2097433
- [3] M. DUGAS - S. FEIGELSTOCK, A-rings, to appear in Coll. Math. Zbl1037.16021MR2010360
- [4] M. DUGAS - A. MADER - C. VINSONHALER, Large E-rings exist, J. Algebra, 108 (1987), pp. 88-101. Zbl0616.20026MR887193
- [5] M. DUGAS - C. VINSONHALER, Two-sided E-rings, to appear in J. Pure Appl. Algebra. Zbl1034.20048MR2006421
- [6] R. GÖBEL - S. SHELAH - L. STRÜNGMANN, Generalized E-rings, to appear in Conf. Proc. of the Algebra Conf. Venezia (2003). Zbl1068.20057MR2050718
- [7] I. N. HERSTEIN, A theorem on rings, Canadian J. Math., 5 (1953), pp. 238-241. Zbl0051.02502MR53082
- [8] I. N. HERSTEIN, On the hypercenter of a ring, J. Algebra, 36, no. 1 (1975), pp. 151-157. Zbl0313.16036MR371962
- [9] N. JACOBSON, Structure of rings, Amer. Math. Soc., Providence, RI, 1956. Zbl0073.02002MR81264
- [10] I. KAPLANSKY, A theorem on division rings, Canadian J. Math., 3 (1951), pp. 290-292. Zbl0043.03701MR42389
- [11] A. LIBMAN, Cardinality and nilpotencey of localizations of groups and G-modules, Israel J. Math., 117 (2000), pp. 221-236. Zbl0943.18006MR1760593
- [12] A. I. LIHTMAN, Rings that are radical over a commutative subring, Math. Sbornik (N.S.), 83 (1970), pp. 513-523. MR271140
- [13] P. SCHULTZ, The endomorphism ring of the additive group of a ring, J. Austral. Math. Soc., 15 (1973), pp. 60-69. Zbl0257.20037MR338218
- [14] C. VINSONHALER, E-rings and related structures, in: Non-Noethereian Commutative Ring Theory, Math. Appl., 520, Kluwer, Dordrecht (2002), pp. 387-402. Zbl0988.16021MR1858172