In this study we give simple different properties of generalized weakly δ-supplemented
modules that characterized in [7]. And we also define generalized δ-coclosed submodule of …

Cofinitely eg-Supplemented Modules Page 1 Conference Proceeding Science and Technology,
3(1), 2020, 77–81 Conference Proceeding of 3rd International E-Conference on Mathematical …

Let M be a module. We call a submodule N of M δ-coclosed in M if N has no proper δ-
cosmall submodule. Also we call N weak δ-coclosed in M if N has no proper δ-cosmall …

We investigate the structure of rings over which every finitely generated δ-supplemented
module is supplemented. Some characterizations of this type of rings are given. We …

In this paper, we introduce strongly generalized (weakly) Î-supplemented modules. We call a
module strongly generalized (weakly) Î-supplemented (briefly Î-SGS (Î-SWGS)) if every …

Let M and X be R-modules. We define the X--supplemented modules via the class  B
(M, X) as a generalization of-supplemented modules. We show that any finite direct sum …

The main goal of this paper is to dualize the two concepts St-closed submodule and semi-
extending module which were given by Ahmed and Abbas in 2015. These dualizations are …

A module M is called cofinitely closed weak δ-supplemented (briefly δ-ccws-module) if for
any cofinite closed submodule N of M has a weak δ-supplement in M. In this paper we …

ON δ-SUPPLEMENTED MODULES Page 1 Tarbiat Moallem University, 20th Seminar
on Algebra, 2-3 Ordibehesht, 1388 (Apr. 22-23, 2009) pp 155-158 ON δ-SUPPLEMENTED …

A Module M is called cofinite J-Supplemented Module if for every cofinite submodule L of M,
there exists a submodule N of M such that M= L+ N with main properties of cof-J …