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Conditions for Nilpotent Ideals in IFP Near-Rings by el ouahabi chaimae is a document available to read on EtoBox.

What is Conditions for Nilpotent Ideals in IFP Near-Rings about?

This paper characterizes nilpotent elements in IFP near-rings and establishes necessary and sufficient conditions for these elements to form an ideal. It introduces three types of prime ideals and explores their relationships with nilpotent elements. The findings include that in an IFP near-ring, if every prime ideal of type 0 is a prime ideal of type 1, then the set of nilpotent elements forms an ideal.

Author

el ouahabi chaimae

Language

EN