Yazar "Pancar, A." için listeleme
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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 ... -
Frattini Supplements and Frat Series
Aydin, Y.; Pancar, A. (Iranian Mathematical Soc, 2017)In this study, Frattini supplement subgroup and Frattini supplemented group are defined by Frattini subgroup. By these definitions, it's shown that finite abelian groups are Frattini supplemented and every conjugate of a ... -
Generalizations of circle plus-supplemented modules
Turkmen, B. N.; Pancar, A. (Springer, 2013)We introduce circle plus-radical supplemented modules and strongly circle plus-radical supplemented modules (briefly, srs (aS center dot)-modules) as proper generalizations of circle plus-supplemented modules. We prove ... -
ON GENERALIZATION OF circle plus-COFINITELY SUPPLEMENTED MODULES
Nisanci, B.; Pancar, A. (Springer, 2010)We study the properties of circle plus-cofinitely radical supplemented modules, or, briefly, cgs(circle plus)-modules. It is shown that a module with summand sum property (SSP) is cgs(circle plus) if and only if M/w ... -
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 ...
