Open Problems and Questions
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Publisher
Springer New York
Link
http://link.springer.com/content/pdf/10.1007/978-0-387-92716-9_11
Reference13 articles.
1. Behn, A.: Polycyclic group rings whose principal ideals are projective. J. Algebra 232, 697–707 (2000)
2. Birkenmeier, G.F., Heatherly, H.E., Kim, J.Y., Park, J.K.: Triangular matrix representations. J. Algebra 230, 558–595 (2000)
3. Birkenmeier, G.F., Müller, B.J., Rizvi, S.T.: Modules in which every fully invariant submodule is essential in a direct summand. Commun. Algebra 30, 1395–1415 (2002)
4. Birkenmeier, G.F., Park, J.K., Rizvi, S.T.: Modules with fully invariant submodules essential in fully invariant summands. Commun. Algebra 30, 1833–1852 (2002)
5. Birkenmeier, G.F., Park, J.K., Rizvi, S.T.: Generalized triangular matrix rings and the fully invariant extending property. Rocky Mt. J. Math. 32, 1299–1319 (2002)
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