University of Guilan Journal of Algebra and Related Topics 2345-3931 6 1 2018 06 01 Essential subhypermodules and their properties 55 66 3027 10.22124/jart.2018.9573.1089 EN B. Talaee Department of Mathematics, Faculty of Basic Sciences, Babol Noshirvani University of Technology, Babol, Iran. Journal Article 2018 01 20 Let R be a hyperring (in the sense of [8]) andM be a hypermodule on<br /> R. In this paper we will introduce and study a class of subhypermodules<br /> of M. We will study on intersection of this kind of subhypermodules a<br /> give some suitable results about them. We will proceed to give some in-<br /> teresting results about the complements, direct sums and independency<br /> of this kind of subhypermodules. Hyperring Hypermodule Hssential subhypermodule Hssential monomorphism https://jart.guilan.ac.ir/article_3027_30f9c6ce2a292f8d2cb2a3761cca97f0.pdf