1 G. F. Birkenmeier, "When is the SIP (SSP) property inherited by free modules" 112 : 103-106, 2006
2 G. F. Birkenmeier, "When is the CS condition hereditary?" 27 : 3785-3885, 1999
3 F. W. Anderson, "Rings and Categories of Modules" Springer-Verlag 1974
4 F. Karabacak, "On modules and matrix rings with SIP-extending" 11 : 1037-1044, 2007
5 J. Hausen, "Modules with the summand intersection property" 17 : 135-148, 1989
6 F. Karabacak, "Matrix rings with the summand intersection property" 53 : 621-626, 2003
7 I. Kaplansky, "In nite Abelian Groups" University of Michigan Press 1969
8 N. V. Dung, "Extending Modules" Longman 1990
9 D. M. Arnold, "A characterization of modules with the summand inter- section property" 18 : 519-528, 1990
1 G. F. Birkenmeier, "When is the SIP (SSP) property inherited by free modules" 112 : 103-106, 2006
2 G. F. Birkenmeier, "When is the CS condition hereditary?" 27 : 3785-3885, 1999
3 F. W. Anderson, "Rings and Categories of Modules" Springer-Verlag 1974
4 F. Karabacak, "On modules and matrix rings with SIP-extending" 11 : 1037-1044, 2007
5 J. Hausen, "Modules with the summand intersection property" 17 : 135-148, 1989
6 F. Karabacak, "Matrix rings with the summand intersection property" 53 : 621-626, 2003
7 I. Kaplansky, "In nite Abelian Groups" University of Michigan Press 1969
8 N. V. Dung, "Extending Modules" Longman 1990
9 D. M. Arnold, "A characterization of modules with the summand inter- section property" 18 : 519-528, 1990