Countably generated modules over complete discrete valuation rings. (English) Zbl 0203.05202
References:
| [1] | Fuchs, L., Abelian Groups (1960), Pergamon Press: Pergamon Press New York · Zbl 0100.02803 |
| [2] | Greenberg, M., Lectures on Forms in Many Variables (1969), Benjamin: Benjamin New York · Zbl 0185.08304 |
| [3] | P. Hill; P. Hill · Zbl 1349.20042 |
| [4] | Kaplansky, I., Infinite Abelian Groups (1954), University of Michigan Press: University of Michigan Press Ann Arbor · Zbl 0057.01901 |
| [5] | Kaplansky, I.; Mackey, G. W., A generalization of Ulm’s theorem, Summa Brasil. Math., 2, 195-202 (1951) · Zbl 0054.01803 |
| [6] | Rotman, J., Mixed modules over valuation rings, Pacific J. Math., 10, 607-623 (1960) · Zbl 0094.02303 |
| [7] | Rotman, J.; Yen, T., Modules over a complete discrete valuation ring, Trans. Amer. Math. Soc., 98, 242-254 (1961) · Zbl 0101.02801 |
| [8] | Ulm, H., Zur Theorie der abzahlbar-unendlischen Abelschen Gruppen, Math. Ann., 107, 774-803 (1933) · JFM 59.0143.03 |
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