Gary F. Birkenmeier

Ph.D., 1975 
University of Wisconsin at Milwaukee

M.S., 1973 
University of Wisconsin at Milwaukee

B.S., 1968 
Regis College

• Birkenmeier, Gary F. and Heider, Blaise J., Annihilators and extensions of idempotent-generated ideals, Comm. Algebra, 47 (2019) no. 3,1348--1375.
• Birkenmeier, Gary F. and Kara, Yeliz and Tercan, Adnan, A survey of rings satisfying annihilator or extending conditions on projection invariant ideals, Advances in algebra, Springer Proc. Math. Stat., 277 (2019),53--65.
• Birkenmeier, Gary F. and Lee, Enoch K. S., A survey of intrinsic extensions of rings, Advances in rings and modules, Contemp. Math., 715 (2018),69--88.
• Birkenmeier, G. F. and Ghirati, M. and Ghorbani, A. and Naghdi, A. and Taherifar, A.,Corrigendum to: When is a sum of annihilator ideals an annihilator ideal?, Comm. Algebra, 46 (2018) no. 10,4174--4175.
• Birkenmeier, Gary F. and Kara, Yeliz and Tercan, Adnan, $\pi$-Baer rings, J. Algebra Appl., 17 (2018) no. 2,1850029, 19.
• Birkenmeier, Gary F. and Kim, Jin Yong and Park, Jae Keol, Corrigendum and addendum to "Right primary and nilary rings and ideals" [J. Algebra 378 (2013) 133--152], J. Algebra, 486 (2017),417--421.
• Birkenmeier, Gary F. and Davis, Donald D., Quasi-Baer and biregular generalized matrix rings, J. Algebra Appl., 16 (2017) no. 4,1750067, 15.
• Birkenmeier, Gary F. and Tercan, Adnan and Yucel, Canan C., Projection invariant extending rings, J. Algebra Appl., 15 (2016) no. 7,1650121, 11.
• \'Anh, P. N. and Birkenmeier, G. F. and van Wyk, L., Idempotents and structures of rings, Linear Multilinear Algebra, 64 (2016) no. 10,2002--2029.
• Birkenmeier, Gary F. and Ryan, C. Edward, Module decompositions using pairwise comaximal ideals, Comm. Algebra, 44 (2016) no. 10,4200--4211.