[PDF] Top 20 On Fuzzy Soft Right Ternary Near Rings

... towards near-rings was an axiomatic research done by Dickson in ...name near-ring. Many parts of the well established theory of rings are transferred to near-rings and new ... See full document

... in near rings and a few kinds of semi rings contain conventional ...Semi rings emerge in a natural approach in a few applications in the theory of automata and formal ...languages. Soft ... See full document

... of fuzzy sets and fuzzy set ...a fuzzy topological space. The study of the fuzzy algebraic structures started with the introduction of concepts of fuzzy subgroups and fuzzy ... See full document

... of fuzzy subgroup was made by Rosenfeld ...of fuzzy ideal of a ring. ring, fuzzy ideal and fuzzy N- ring was introduced by Salah Abou-Zaid and it has been studied by several authors (Kyung Ho ... See full document

... the right: for any , , ∈ it holds that ( + ). = ( . ) + ( . ).This near-ring will be termed as right ...left near- ring. Near-rings are generalised of a rings, addition ... See full document

... Let N be a near-ring. Given two subsets A and B of N , the product AB = { ab | a ∈ A, b ∈ B } and A ∗ B = { a(a + b) − aa | a, a ∈ A, b ∈ B } . From now on, throughout this paper N will denote right ... See full document

... (ii) (x+y)s = xs+ys. It is denoted by . Clearly N itself is an N-module by natural operations. A subgroup T of with NT⊆T is said to be N-sub module of S and denoted by T S. A normal subgroup T of S is called an N-ideal ... See full document

... The fuzzy set assigns a single value to each object and this number is inadequate to tell its ...vague soft sets which is a combination of vague sets and soft sets as an improvement to the notion of ... See full document

... 3) ( r + i ) s − rs ∈ I for all i ∈ I and r , s ∈ R . Note that if I satisfies (1) and (2) then it is called a left ideal of R. If I satisfies (1) and (3) then it is called a right ideal of R. Let P be an ideal of ... See full document

... of fuzzy subgroup was made be Rosenfeld [9] in ...of fuzzy ideal of a ring. The notions of fuzzy sub near-ring, fuzzy ideal and fuzzy N- subgroup of a near-ring were ... See full document

... of fuzzy regular element, fuzzy completely regular element, fuzzy intra regular element in a poternarysemigroup, fuzzy simplePo ternary semigroup and characterize fuzzy simplePo ... See full document

... Example 2.1 Let V be any group and let N be the near-ring generated by the inner automorphisms of V . By example 6.1.2 and proposition 6.1.1, it will follow that V is a unitary tame N- module. Furthermore, it is ... See full document

... of fuzzy sets was introduced by Zadeh ...defined fuzzy subgroups. The intuitionistic fuzzy sets (IFSs) are substantial extensions of the ordinary fuzzy ...the fuzzy sets is that ... See full document

... Definition 2.1. A nonempty set S together with two associative binary operations called addition and multi- plication (denoted by + and ·, respectively) is called a semiring if (S, +) is a commutative semigroup, (S, ·) ... See full document

... interval-valued fuzzy subset (briefly, i-v fuzzy subset) of X where D [0,1] denotes the family of all closed subintervals of [0,1] and A x ( ) = [ A x − ( ), A x + ( )] for all x ∈ X , where A − and A + ... See full document

... Fig-3: Circuit diagram of path navigation system Fig-3 shows a circuit diagram for fuzzy logic based path navigation for robot. In this path navigation robot, we have used an infrared sensor for detecting obstacle ... See full document

... elements of R which do not commute; and let m, n, s, t be positive integers, at least I, then If ns bma n anSb one of which is greater than I, for which ab mt mt-I abmt v If ns > I, then[r] ... See full document

... of ternary quadratic derivations on ternary Banach algebras and C*-ternary rings associated with the quadratic functional equation f(x + y) + f(x - y) = 2f(x) + 2f(y) using this fixed point ... See full document

... Proof: Let x and y in R, e in R and q in Q. Now, A(x, q) = A( ex, q)  min { A(e, q), A(x, q) }= min { 1, A(x, q) }= A(x, q). Therefore, A(x, q)  A(x, q), for all x in R and q in Q. Now, A(x+y, q) = A(x (y), q)  ... See full document

... a soft set (over U) if and only if F is a mapping of E into the set of all subsets of the set ...the soft set is a parameterized family of subsets of the set ...the soft set (F, E), or as the set of ... See full document