What are some applications of Fuzzy BCI algebra?
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Fuzzy BCI algebra has various applications in mathematics and computer science. It is used to apply the concept of fuzzy sets to algebraic structures such as ideals, upper semilattices, lower semilattices, lattices, and sub-algebras . Hesitant fuzzy BCK/BCI-algebra is another application, where properties of hesitant fuzzy ideals, hesitant fuzzy positive implicative ideals, hesitant fuzzy implicative ideals, and hesitant fuzzy commutative ideals are investigated . Fuzzy ideals of a BCI-algebra can be studied using equivalence defined by Murali and Makamba, and a relationship between fuzzy ideals and adjoint BCI-algebras is established . Z-soft rough fuzzy BCI-algebras and Z-soft rough fuzzy ideals are explored, along with roughness in BCI-algebras with respect to a Z-soft approximation space . The concept of length-fuzzy sets is introduced and applied to BCK/BCI-algebras, including the study of length-fuzzy subalgebras and their relations with hyperfuzzy subalgebras .
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01 Dec 2019 2 Citations | The paper discusses the application of hesitant fuzzy sets to BCK/BCI-algebras and explores properties of hesitant fuzzy ideals and implicative ideals. |
33 Citations | The paper does not mention any specific applications of Fuzzy BCI algebra. |
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