Published December 22, 2022
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MORE RESULTS ON MULTIRING
Authors/Creators
- 1. Department of Mathematics, Faculty of Natural and Applied Sciences, Nassarawa State University, Keffi, Nigeria
Description
In this paper we extended the study of S. Debnath and A. Debnath(Debnath and Debnath, (2019)) on the study of ring structure from multiset context. We study more of the operations of multiset on the ring theory, where we discover that the raising to an arithmetic power of a multiring is again a multiring. So also is the composition of multirings. We also critically analyze the rootsets of multirings and introduces the concept multiring with unity, multiring and zero divisor among other results.
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