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Fundamental Homomorphism Theorems for Neutrosophic Triplet Module

Name: Fundamental Homomorphism Theorems for Neutrosophic Triplet Module
Keywords: neutro-homomorphism, Electronic computers. Computer science, nt submodule, QA1-939, QA75.5-76.95, NT submodule, NT R – modüle, NT quotient Module, Neutro- homomorphism, neutro-isomorphism, nt quotient module, neutro-isomorphism, Mathematics

descriptionPublicationkeyboard_double_arrow_right Article 01 Oct 2021Publisher:ZenodoJournal:Neutrosophic Sets and Systems (issn: 2331-6055,

Authors: Mohammad Abobala; Mehmet Çelik; Necati Olgun;

doi: 10.5281/zenodo.5553479 , 10.5281/zenodo.5553480

Fundamental Homomorphism Theorems for Neutrosophic Triplet Module

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Abstract

In this chapter, our aim is to prove neutro-isomorphism theorems. We define the quotient NT quotient Module and prove the fundamental theorem of neutro-homomorphism. Also, we present and prove the first neutro-isomorphism theorem for neutrosopfic triplet Modules, the second neutro-isomorphism theorem for neutrosopfic triplet Modules, the third neutro-Isomorphism theorem for neutrosopfic triplet Modules and a few special cases.

Keywords

neutro-homomorphism, Electronic computers. Computer science, nt submodule, QA1-939, QA75.5-76.95, NT submodule, NT R – modüle, NT quotient Module, Neutro- homomorphism, neutro-isomorphism, nt quotient module, neutro-isomorphism, Mathematics

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