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Rizvi, Syed Tariq
Professor


Office: Lima 402C Galvin Hall
Phone: 419-995-8211
Email:  rizvi.1@osu.edu or rizvi@math.ohio-state.edu

WebPages: OSU Columbus 

Research Areas: Injective/projective modules and their various generalizations. Baer Modules and Rings. Ring Hulls and their applications. Theory of Rings and Modules
 



Selected Publications


  1. Ring Hulls and Applications (with G. F. Birkenmeier & J. K. Park), J. Algebra, Volume 304 (2006), 633–665.
  2. An Essential Extension with Nonisomorphic Ring Extensions (with G. F. Birkenmeier & J. K. Park), Algebra and its Applications, Contemp. Math., Volume 419 (2006), 29-48.
  3. Baer and Quasi-Baer Modules(with C.S. Roman), Comm. in Algebra, Volume 32, No. 1 (2004), 103-123.
  4. Modules in which every Fully Invariant Submodule is Essential in a Direct Summand (with G. F. Birkenmeier & B. J. Mueller), Comm. in Algebra,30(3) (2002), 1395-1415.
  5. Generalized Triangular Matrix Rings and the Fully Invariant Extending Property (with G. F. Birkenmeier & J. K. Park), Rocky Mountain Journal of Mathematics, Volume 32 (2002), 1299 - 1319.
  6. On Some Classes of Artinian Rings (with D.V. Huynh), J. Algebra 223 (2000),133-153.
  7. An Approach to Boyle's Conjecture (with D.V. Huynh), Proc. Edinburgh Math Soc, Volume 40(1997), 267-273.
  8. The Exchange Property of Quasi-Continuous Modules with the Finite Exchange Property (with K. Oshiro), Osaka J. Math., Volume 33(1996), 217-234
  9. Continuous Rings with ACC on Essentials are Artinian (with S.K. Jain & S.R. Lopez-Permouth), Proc. Amer. Math. Soc. 108(1990), 583-586.
  10. Commutative Rings for which Every Continuous Module is Quasi-injective, Arch. der Math. 50(1988), 435-442.

03/26/2007