YAYINLAR: 
 
38)  On lifting of stable range one elements, 
       (M. Altun-Ozarslan, A.C. Ozcan), J. Korean Math. Soc, 57(3), 793-807, 2020.
 

37)  C4- and D4-Modules via perspective direct summands,

       (M. Altun-Ozarslan, Y. Ibrahim, A.C. Ozcan, M.F. Yousif), Comm. Algebra, 46(10) 4480-4497, 2018.
 

36)  Primitive submodules, co-semisimple and regular modules,

       (M. Medina-Barcenas, A.C. Ozcan), Taiwanese J. Math. 22(3), 545-465, 2018. pdf
 
35)  Comorphic rings, 
       (W.K. Nicholson, M. Alkan, A.C. Ozcan), J. Algebra and Its Applications, Vol. 17, No:4, 1850075, 21 pp., 2018. 

 

34)  On internally cancellable rings,

       (M. Altun, A.C. Ozcan), J. Algebra and Its Applications, Vol.16, No. 5, 1750117 (12 pages), 2017. 
 
33)  Strongly Nil-*-clean rings,
      (H. Chen, A. Harmanci, A. C. Ozcan), J. Algebra Combinatorics Discrete Structures and Appl., 
       Special Issue: Noncommutative Rings and Their Appl. 4(2), 155-164, 2017. pdf

 

32) On Jacobson and nil radicals related to polynomial rings,

      (Tai Keun Kwak, Yang Lee, A. C. Ozcan) J. Korean Math. Soc., 53(2), 415-431, 2016.  pdf

 
31)  Strongly J-clean rings with involutions,
      (H. Chen, A. Harmanci, A. C. Ozcan), 
       Ring theory and its applications, 33-44, Contemp.Math., 609, Amer. Math. Soc., Providence, RI, 2014. pdf
 
30)  On a class of uniquely (strongly) clean rings,
       (O. Gurgun, A. C. Ozcan), Turkish Journal of Mathematics, 38 (2014) no. 1, 40-51.  pdf
 
29)  Rings close to semiregular,
     (P. Aydogdu, Y. Lee, A. C. Ozcan)  J. Korean Math. Soc., 49(3), 605-622, 2012. pdf
 
28) Fleury's spanning dimension and chain conditions on non-essential elements in modular lattices,
      (C. Lomp, A. C. Ozcan), Colloquium Mathematicum, 124(1), 133-144, 2011. pdf    
 
27)  Chain conditions on non-summands,
     (P. Aydogdu, A.C. Ozcan, P.F. Smith), J. Algebra and Its Applications, 10(3), 475-489, 2011. pdf
 
26) Strong lifting splits, 
     (M. Alkan, W.K. Nicholson, A. C. Ozcan), J. Pure and Appl. Algebra, 215(8), 1879-1888, 2011. pdf
 
25)  Almost perfect modules,
      (P. Aydogdu, A.C. Ozcan), Glasgow Math. J., 52A, 33–40, 2010. pdf
 
24) A generalization of semiregular and almost principally injective rings,
     (A.C. Ozcan, P. Aydogdu), Algebra Colloquium, 17 (Spec 1) 905-916, 2010. pdf   Corrigendum!!
 
23) On μ-essential  and μ-M-singular modules,
    Ring Theory 2007, (the Fifth China-Japan-Korea Conference, Tokyo, Japan) 
    World Sci. Publ., Hackensack, NJ, 272-283, 2009. pdf
 
22)  Semi co-Hopfian modules and semi Hopfian modules,
    (P. Aydogdu, A. C. Ozcan), East West J. Math., 10(1), 55-70, 2008. pdf
 
21) A generalization of projective covers,
   (M. Alkan, W.K. Nicholson, A. C. Ozcan), J. Algebra, 319, 4947-4960, 2008. pdf
 
20) On some injective modules in σ[M],
    (D.Keskin Tutuncu, M.F. Yousif ile) 
    Modules and Comodules, Trends in Mathematics, 313-329, 2008.  pdf
 
19) δ-M-small and δ-Harada modules, 
      (T. Kosan ile), Comm. Algebra, 36, 423-433, 2008.  pdf
 
18) A generalization of semiregular and semiperfect modules, 
    (P. Aydoğdu ile), Algebra Colloquium, 15(4), 667-680, 2008. pdf
 
17) The torsion theory cogenerated by δ-M-small modules and GCO-modules,
   Comm. Alg. 35, 623-633 (2007). pdf
 
16) Duo modules,
    (A. Harmanci, P.F. Smith ile), Glasgow Math. J, 48(3), 533-545 (2006). pdf
 
15) Semiperfect modules with respect to a preradical,
   (M. Alkan ile), Comm. Algebra, 34, 841-856 (2006). pdf
 
14)  Characterization of modules and rings by the summand intersection property 
    and the summand sum property,
   (A. Hamdouni ve A.Harmancı ile), JP Jour. Algebra, Number Theory & Appl., 5(3), 469-490 (2005). pdf
    
13) Semiregular modules with respect to a fully invariant submodule, 
(M. Alkan ile)  Comm. Alg., 32(11) 4285-4301 (2004).  pdf
 
12) The torsion theory generated by M-small modules, 
    (A. Harmancı ile) Alg. Coll., 10(1)   41-52 (2003).  pdf
 
11)   On GCO-modules and M-small modules,
     Commun. Fac.Sci.Univ. Ank. Series A1, 51 (2), 25- 36, (2002). pdf
 
10) Direct sum of modules having (S*),
       East West J. Math., 4(1), 157-165, (2002). pdf
 
9)  The Z* functor for rings whose primitive images  are artinian,
     (P.F.Smith ile )  Comm.  Alg. 30(10) 4915-4930 (2002).  pdf
 
8) Modules with small cyclic submodules in their injective hull,  
    Comm.Alg. 30(4) 1575-1589  (2002).  pdf 
7) On rings which every module with (S*) is extending, 
Ring Modules and Representations- Constanta (Romanya) 2000, Analele Stiintifice ale 
     Universitatii, Ovidius, Constanta, Seria Matematica, 8(2) 85-98 (2000).  
 
6)  Modules having *-radical, 
Algebra and its applications (Athens, Ohio,1999) 439-449,  Contemp. Math., 
259,Amer. Math. Soc., Providence,RI (2000)  pdf
 
5) On a class of modules, 
    Publ. Math. Debrecen, 57 (3-4), 269-275 (2000). pdf
 
4) Modules with zero radical of their injective hull, 
Hacettepe Bulletin of Natural Sciences and Engineering, 27, 45-49 (1998) .
 
3) Some characterizations of V-modules and rings, 
    Vietnam J.Math., 26 (3), 253-258 (1998).   pdf
 
2)  Characterization of some rings by functor Z*(.), 
    (A.Harmancı ile) Turkish J. of Math.  21(3) 325-331 (1997).  pdf
 
1) On prime submodules, 
(with D. Keskin, Y. Tıraş)  Far East J.Math.Sci. 4(2) 163-168 (1996).