Most of the data on these web pages are kept in a database which is updated regularly
 
Çukurova University
Faculty of Science and Letters
Department of Mathematics

                                                                           Adana/TÜRKİYE



  Associate Professor Yılmaz Durğun
Associate Professor Yılmaz Durğun - Department of Mathematics - Cukurova University


Çukurova University
Faculty of Sciences and Letters
Department of Mathematics
01330, Adana/TÜRKİYE
E-Mail: ydurgun
Phone:
Research Interests : Algebra
My teaching schedule this week


Curriculum Vitae
Born Hatay,1983    
Academic Background BSc 2007 Dokuz Eylül University
  MSc 2009 İzmir Institute of Technology
  PhD 2014 İzmir Institute of Technology
Career/Employment Research Assistant 2008-2014 İzmir Institute of Technology
  Assistant Professor 2014-2016 Bitlis Eren University
  Associate professor 2016-2016 Bitlis Eren University
  Post-Doc 2016-2017 University of Zurich

Publications

  • Durğun, Y., Alizade, R., Test Modules for Flatness, Rend. Semin. Mat. Univ. Padova, 137 (2017) 75-91.
  • Durğun, Y., Özdemir, S., On S-Closed Submodules, Journal of Korean Math. Soc., 54(4) (2017) 1281-1299.
  • Durğun, Y., Extended Maximal Self-Orthogonal Codes, Submitted, (2017) .
  • Durğun, Y., On linear complementary dual codes over finite chain rings, Submitted, (2017) .
  • Büyükaşık, E., Durğun, Y., Neat-Flat Modules, Communications in Algebra, 44(1) (2016) 416-428.
  • Alizade, R., Büyükaşık, E., Durğun, Y., Small supplements, weak supplements and proper classes, Hacet. J. Math. Stat., 45(3) (2016) 649–661.
  • Alagöz, Y., Durğun, Y., Strongly noncosingular modules, Bull. Iranian Math. Soc., 42(4) (2016) 999–1013.
  • Durğun, Y., An alternative perspective on flatness of modules, J. Algebra Appl., 15(8) (2016) 1650145 (18 pp).
  • Büyükaşık, E., Durğun, Y., Absolutely s-pure Modules and Neat-Flat Modules, Communications in Algebra, 43(2) (2015) 384-399.
  • Durğun, Y., Rings whose modules have maximal or minimal subprojectivity domain, J. Algebra Appl., 14(6) (2015) 1550083 (12pp).
  • Durğun, Y., On Generalizations of Closed Submodules, Bull. Korean Math. Soc., 52(5) (2015) 1549-1557.
  • Büyükaşık, E., Durğun, Y., Coneat Submodules and Coneat-Flat Modules, Journal of Korean Math. Soc., 51(6) (2014) 1305-1319.
  • Alizade, R., Demirci, Y.M., Durğun, Y., Pusat, D., The Proper Class Generated By Weak Supplements, Communications in Algebra, 42(1) (2014) 56-72.
  • Durğun, Y., A Generalization of C-rings, Ege University Journal of the Faculty of Science, c.37(2) (2013) 6-15.