الخلاصة

Throughout this paper, all rings have identities and all modules are unitary right modules. Let R be a ring and M an R-module. A module M is called coretractable if for each proper submodule N of M, there exists a nonzero homomorphism f from M/N into M. Our concern in this paper is to develop basic properties of coretractable modules and to look for any relations between coretractable modules and other classes of modules. SOME RESULTS ABOUT CORETRACTABLE MODULES. Available from: https://www.researchgate.net/publication/319256561_SOME_RESULTS_ABOUT_CORETRACTABLE_MODULES [accessed Aug 27, 2017].