Published September 7, 2018
| Version v1
Journal article
Open
Study on the Development of Neutrosophic Triplet Ring and Neutrosophic Triplet Field
Creators
Description
Rings and fields are significant algebraic structures in algebra and both of them are based on the group structure. In this paper, we attempt to extend the notion of a neutrosophic triplet group to a neutrosophic triplet ring and a neutrosophic triplet field. We introduce a neutrosophic triplet ring and study some of its basic properties. Further, we define the zero divisor, neutrosophic triplet subring, neutrosophic triplet ideal, nilpotent integral neutrosophic triplet domain, and neutrosophic triplet ring homomorphism. Finally, we introduce a neutrosophic triplet field.
Files
StudyOnTheDevelopmentOfNeutrosophic.pdf
Files
(237.0 kB)
Name | Size | Download all |
---|---|---|
md5:08cb2300cc74389d3efff01be110d4bc
|
237.0 kB | Preview Download |