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A Fundamental Theorem of Powerful Set-Valued for F-Rough Ring
ISSN: 2456 - 2165
Publisher: author
A Fundamental Theorem of Powerful Set-Valued for F-Rough Ring
Indexed in
Mathematics and Statistics
ARTICLE-FACTOR
1.3
Article Basics Score: 3
Article Transparency Score: 2
Article Operation Score: 2
Article Articles Score: 2
Article Accessibility Score: 2
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International Category Code (ICC):
ICC-1102
Author: Assistant Professor.faraj
International Journal Address (IAA):
IAA.ZONE/2456116512165
eISSN
:
2456 - 2165
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Abstract
In this paper, we introduce the upper and lower approximations on the invers set-valued mapping and the approximations an established on a powerful set valued homomorphism from a ring R1 to power sets of a ring R2. Moreover, the properties of lower and upper approximations of a powerful set valued are studies. In addition, we will give a proof of the theorem of isomorphism over approximations F-rough ring as new result. However, we will prove the kernel of the powerful set-valued homomorphism is a subring of R1. Our result is introduce the first isomorphism theorem of ring as generalized the concept of the set valued mappings.
