Intuitionistic fuzzy soft subhemiring of a hemiring

  • N. Anitha
  • J. Venkatesan


In this paper, we examine intuitionistic fuzzy soft sets arithmetical structure and give the definition of intuitionistic fuzzy soft subhemirings. We characterize operations on intuitionistic fuzzy soft subhemiring of hemiring and demonstrate a few outcomes on them. Moreover, meanings of fuzzy soft functions and fuzzy soft homomorphism are characterized and the hypotheses on homomorphic images and homomorphic pre images are given. From that point onward, the meaning of intuitionistic normal fuzzy subhemiring of hemiring is given what's more, some of its essential properties are considered and we made an endeavor to consider the logarithmic idea of an intuitionistic fuzzy soft subhemiring of a hemiring.