Papers by Radha Rani Tammileti
Some results on r-regular (r-RN) and also in s-weakly regular (s-WRN)near-rings were established ... more Some results on r-regular (r-RN) and also in s-weakly regular (s-WRN)near-rings were established in this article. It is proved that for a near-ring H 0 is s-WRN, then H is simple iff H is integral. And also proved that for an r-RN H with unity and satisfies IFP, then H has the strong IFP iff H is a PSN.
Turkish Journal of Computer and Mathematics Education (TURCOMAT)
Right now, the terms left f-Primary Ideal, right f-Primary Idealand f- primary ideals are present... more Right now, the terms left f-Primary Ideal, right f-Primary Idealand f- primary ideals are presented. It is Shown that An ideal U in a semigroup S fulfills the condition that If G, H are two ideals of S with the end goal that f (G) f (H)⊆U and f(H)⊈U then f(G)⊆rf (U)iff f (q), f (r)⊆S , ⊆U and f (r)⊈U then f (q)⊆rf (U) in like manner it is exhibited that An ideal U out of a semigroup S fulfills condition If G, H are two ideals of S such that f (G) f (H)⊆U and f (G)⊈U then f (H) ⊆rf (U) iff f (q), f (r)⊆S,⊆U and f (q)⊈U⇒f (r)⊆rf (U). By utilizing the meanings of left - f- primary and right f- primary ideals a couple of conditions are illustrated It is shown that J is a restrictive maximal ideal in Son the off chance thatrf (U) = J for some ideal U in S at that point J will be a f- primary ideal and Jn is f-primary ideal for some n it is explained that if S is quasi-commutative then an ideal U of S is left f - primary iff right f -primary.
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Papers by Radha Rani Tammileti