Yazar "Nebiyev, C." için listeleme

Toplam kayıt 7, listelenen: 1-7

    • Cofinitely Injective and Projective Modules 

      Nebiyev, C.; Pancar, A. (Hacettepe Univ, Fac Sci, 2010)
      In this work, cofinitely injective and cofinitely projective modules are defined. Some properties of cofinitely injective and cofinitely projective modules are investigated. Let N be an R-module. Then every R-module is ...

    • G-Supplemented Modules 

      Kosar, B.; Nebiyev, C.; Sokmez, N. (Springer, 2015)
      Following the concept of generalized small submodule, we define g -supplemented modules and characterize some fundamental properties of these modules. Moreover, the generalized radical of a module is defined and the ...

    • Goldie-Supplemented Modules 

      Birkenmeier, G. F.; Mutlu, F. Takil; Nebiyev, C.; Sokmez, N.; Tercan, A. (Cambridge Univ Press, 2010)
      Motivated by a relation on submodules of a module used by both A. W. Goldie and P. F. Smith, we say submodules X, Y of M are beta* equivalent, X beta* Y, if and only if X + Y/X is small in M/X and X + Y/Y is small in M/Y. ...

    • ON STRONGLY circle plus-SUPPLEMENTED MODULES 

      Nebiyev, C.; Pancar, A. (Springer, 2011)
      Strongly circle plus-supplemented and strongly cofinitely circle plus-supplemented modules are defined and some properties of strongly circle plus-supplemented and strongly cofinitely circle plus-supplemented modules are ...

    • On Supplement Submodules 

      Nebiyev, C.; Pancar, A. (Springer, 2013)
      We investigate some properties of supplement submodules. Some relations between lying-above and weak supplement submodules are also studied. Let V be a supplement of a submodule U in M. Then it is possible to define a ...

    • t-Generalized Supplemented Modules 

      Kosar, B.; Nebiyev, C. (Springer, 2016)
      In the present paper, t-generalized supplemented modules are defined starting from the generalized a-supplemented modules. In addition, we present examples separating the t-generalized supplemented modules, supplemented ...

    • T-Radical and Strongly T-Radical Supplemented Modules 

      Kosar, B.; Nebiyev, C. (Springer, 2017)
      We define (strongly) t-radical supplemented modules and study some properties of these modules. These modules lie between strongly radical supplemented and strongly circle plus-radical supplemented modules. We also study ...