Generalized roughness of three dimensional ($$in ,in vee q$$)-fuzzy ideals in terms of set-valued homomorphism

HIGHLIGHTS

• What: This implies, S(η)(lmn) ≥ S(η)(l) ∧ S(η)(m) ∧ S(η)(n) → It is clear from_(1) and_(2) that, S(η) is a fuzzy ternary subsemiring of R. Now, the authors show that the lower approximation of a fuzzy ternary subsemiring is not a fuzzy subsemiring for SVH in general.
• Who: Shahida Bashir from the Department of Mathematics, University of Gujrat, Gujrat, Pakistan Department of Mathematics, Faculty have published the article: Generalized roughness of three dimensional ()-fuzzy ideals in terms of set-valued homomorphism, in the Journal: Scientific Reports Scientific Reports
• Future: The authors . . .
  

   

  

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