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Kedukodi, Kuncham and Bhavanari  used the concept of thresholds to define the notions of equiprime fuzzy ideal, 3-prime fuzzy ideal and c-prime fuzzy ideal of a nearring N . ...doi:10.12988/imf.2013.13009 fatcat:um3xs2mtirebbiagqz7jtakdcu
Kedukodi and S. P. ... Kedukodi and S. P. Kuncham Remark 3 . 4 . 34 Converse of Theorem 3.3 need not be true, in general. Consider an N -group G, where G = N = Z, the nearring of integers. ...doi:10.5556/j.tkjm.54.2023.4136 fatcat:33cqeiggovayfa6e5u4uuhvlma
The results on fuzzy ideals of semirings, near-rings and the ideals of seminear-rings can be found in Bhavanari et al. (2010) , Jagadeesha et al. (2016a, b) , Kedukodi et al. (2007 Kedukodi et al. ( ... An illustration of rough approximation framework was given by Kedukodi et al. (2010) using reference points. Communicated by V. Loia. ...doi:10.1007/s00500-020-04950-4 fatcat:f7reudyh6raxfid6wa3dsrkace
Algebra and Discrete Mathematics SURVEY ARTICLE Number
Wiegandt (Budapest, Hungary) "On the f -prime radical of nearrings", Professor Babushri Srinivas Kedukodi (Manipal, India) "Radicals of Fuzzy Ideals based on Equiprime and 3-Prime Fuzzy Ideals of Nearrings ...fatcat:yq3ajt7rbnajzp6jvpff2c64ii