Abelian Group Theory: Proceedings of the 2nd New Mexico by Robert B. Warfield Jr. (auth.), David M. Arnold, Roger H.

By Robert B. Warfield Jr. (auth.), David M. Arnold, Roger H. Hunter, Elbert A. Walker (eds.)

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Extra resources for Abelian Group Theory: Proceedings of the 2nd New Mexico State University Conference, Held at Las Cruces, New Mexico, December 9–12, 1976

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Alg. 12(1969), 10-25. 3. L. Fuchs, Infinite Abelian Groups, Two volumes, Academic Press, New York, 1970, 1973. 4. P. Infinite ................. Abelian Group Theory, University of Chicago Press, Chicago, 1970. 5. P. Hill, On the classification of Abelian groups, preprint. 6. H. Hunter, Balanced Subgroups of Abelian Groups) Doctoral dissertation, Australian Nati0nai University) Canberra, 1975. 56 7. I. Kaplansky, Projective modules, Ann. Math. 68(1958), 372-377. 8. I. W. Mackey, A generalization of Ulm's theorem, Summa Brazil.

J. 9 (1942), KT-modules, Pacific J. Math. 37 33. R. Richman and E. A. Walker, Valuated Groups, 34. J. Rotman, Mixed modules I0 (1960), 607-623, 35. J. Rotman, Torsion-free 5 (1961), 131-143. 36. J. Rotman and Ti Yen, Modules over a complete discrete valuation ring, Trans. Amer. Math. Soc. 98 (1961), 242-254. 37. R. O. Stanton, An invariant for modules over a discrete valuation ring, Proc. Amer. Math. Soc. 49 (1975), 51-54. 38. A. E. Stratton, Mixed modules ring, Proc. London Math. Soc. 39. A. E.

I conjecture extensions. groups? Maximal immediate groups are precisely groups of countable Kaplansky's characterization extensions At least for groups of countable that the maximal clearly of maximal valuation is not necessarily length, the cotorsion characterization length in terms of completeness the cotorsion hull of a module if it are they unique up to isomorphism? partly because of the analogy between Harrison's cotorsion immediate and say that a group is "maximal" Under what circumstances What are the maximal Define a maximal rings [22].

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