[PDF] Top 20 Fuzzy implicative hyper BCK ideals of hyper BCK algebras

... so that µ(x) = µ( 0 ) . Hence x ∈ I , which shows that I is a hyper BCK-ideal of H . Now let x,y ∈ H be such that x ◦(y ◦ x) I . Then for every b ∈ x ◦ (y ◦ x) there exists w ∈ I such that b w . Thus µ(b) ≥ ... See full document

... of fuzzy congruence in some alge- braic structures, we specially study fuzzy congruence in ...of fuzzy ideals and the set of fuzzy congruences in ...each fuzzy ideal µ, there is ... See full document

... anti- fuzzy soft commutative ideals with example and proved that every reluctant intuitionistic anti-fuzzy soft commutative ideal is a reluctant intuitionistic anti- fuzzy soft ideal with ... See full document

... study hyper BCC-algebras which are a common generalization of BCC-algebras and hyper BCK-algebras investigated by many ...of hyper BCC-ideals and describe the ... See full document

... of hyper compositional structure has been introduced by ...the hyper compositional structures field is very ...of hyper BCK-algebra and hyper K-algebra in ...and implicative ... See full document

... positive implicative ideal of X and thus we can obtain a strictly ascending chain U(μ ;s ) U(μ ;s ) U(μ ;s ) ...positive implicative ideals of X which is not ... See full document

... A mapping f : X → Y of BCK-algebras is called a homomorphism if f (x ∗ y) = f (x) ∗ f (y) for all x,y ∈ X. Note that if f : X → Y is a homomorphism of BCK- algebras, then f (0) = 0. Let f : X ... See full document

... intuitionistic fuzzy H-ideals in BCK/BCI-algebras and the effect of model operators on doubt intuitionistic fuzzy H-ideals in BCK/BCI -algebras under homomorphism ... See full document

... positive implicative BCC-ideals of G , then the T ∗ -product of µ and ν , [µ · ν] T ∗ , is a T -fuzzy multiply positive implicative BCC-ideal of G ...positive implicative BCC-ideal is a ... See full document

... in BCK/BCI-algebras based on neutrosophic ...in BCK/BCI ...and ideals in ...in BCK/BCI-algebras, and in- vestigated several ...the BCK/BCI-algebras on various ... See full document

... defined fuzzy soft ring and study some of its algebraic ...extended fuzzy soft sets with fuzzy DLs, i.e., present an extended fuzzy soft set theory by using the concepts of fuzzy DLs to ... See full document

... valued fuzzy set F of X is called proper if ImF contains at least two ...valued fuzzy sets are said to be equivalent if they have same family of interval valued level ... See full document

... of fuzzy subalgebra to a much larger class of functions in a natural ...discussed implicative ideals of BCK- algebras based on the fuzzy sets and the theory of falling ...falling ... See full document

... Zadeh [8] introduced the notion of fuzzy sets. Many researchers have applied this con- cept to mathematical branches, such as semigroup, loop, group, ring, semiring, field, near ring, vector spaces, topological ... See full document

... n-fold implicative ideals and n-fold (weak) commutative ...n-fold implicative ideals, n-fold commutative ideals and n-fold weak commutative ...n-fold fuzzy implicative ... See full document

... that ideals with special properties play an important ...of fuzzy n-fold positive implicative ideal in ...of fuzzy n-fold positive implicative ideals was ...the fuzzy ... See full document

... reflexive hyper BCK-ideal of H , it follows from (K1) and Lemma ...weak hyper BCK-ideal, it follows that x ∈ A ¯ w ...a hyper BCK-ideal of H ... See full document

... The hyper structure theory (also called multialgebras) was intro- duced in 1934 by Marty [6] at the 8th Congress of Scandinavian ...of hyper structures has been hyper structures with many ... See full document

... X. Conversely, suppose that U (µ; t)( = ∅ ) is an n-fold positive implicative ideal of X for every t ∈ [0,1]. For any x ∈ X, let µ(x) = t. Then x ∈ U (µ; t). Since 0 ∈ U (µ; t), we get µ(0) ≥ t = µ(x) and so µ(0) ... See full document

... intuitionistic fuzzy positive implicative hyper BCK-ideals of type-1, ...of hyper BCK-algebras was introduced in 2012 by Durga Prasad, Satyanarayana and ... See full document