[PDF] Top 20 L-fuzzy closure operators and L-fuzzy cotopologies

... investigate L-fuzzy closure operators and L-fuzzy cotopologies in a complete residuated ...between L-fuzzy closure spaces and L- fuzzy ... See full document

... In Section 2 of this paper we develop the concept of fuzzy O-closure operators and characterize fuzzy O-closures of fuzzy sets in a fuzzy topological space in different ways.. In literat[r] ... See full document

... Molodtsov [15] introduced the soft set as a mathematical tool for dealing information as the uncertainty of data in engineering, physics, computer sciences and many other diverse field. Presently, the soft set theory is ... See full document

... of fuzzy sets and fuzzy set operations were first introduced by Zadeh in his classical paper ...to fuzzy sets and developed a theory of fuzzy topological ...spaces. Closure spaces which ... See full document

... Fuzzy closure spaces were first studied by Mashhour and Ghanim ...in closure space to a biclosure ...of closure space to a biclosure ...of fuzzy biclosure spaces and generalized the ... See full document

... disconnected L-fuzzy topological ...compact L-fuzzy subset of (X, ...disconnected L-fuzzy topological space is countably nearly compact then λ is countably nearly ...is ... See full document

... of fuzzy super irresolute functions are examined. It is seen that fuzzy super irresolute function implies each of fuzzy irresolute [9] and fuzzy continuity [10], but not ...by fuzzy ... See full document

... Operations on L-R Fuzzy Number In this section, the formulas for the elementary operations addition, subtraction, multiplication, division [5] between L-R fuzzy numbers [5] will be prese[r] ... See full document

... two fuzzy soft sets (F, A) and (G, B) over a common universe U is the fuzzy soft set (H, C) where C = A ∪ B and for all e ∈ C, H(e) = F(e) if e ∈ A–B, H(e) = G(e) if e ∈ B–A, H(e) = F(e) ∨ G(e) if e ∈ A ∩ B ... See full document

... intuitionistic fuzzy proximity spaces. We knew the relationship be- tween fuzzy topological spaces and fuzzy proximity spaces (see [5, ...between fuzzy topological spaces and intuitionistic ... See full document

... The term "fuzzy logic" emerged as a consequence of the development of the theory of fuzzy sets by Lotfi Zadeh. Fuzzy Logic provides a completely different, unorthodox way to approach a ... See full document

... Fuzzification: Fuzzification is the process of convert input data into suitable linguistic values. i.e. convert crisp facts into fuzzy sets described by linguistic expressions. Membership functions are triangle ... See full document

... (Q, L) fuzzy ideals of ring , & (Q, L) fuzzy normal ideals of ring so that it will be easier to understand the concepts in the material, we have given the list of references from where we ... See full document

... Fuzzy set theory which was introduced by Zadeh [] in  and was generalized by Goguen [] in  is another mathematical tool to cope with the vague concepts via grading the turbidity. Dubois and Prade [] ... See full document

... each L-fuzzy subset of X can be regarded as an L-measurable set to some ...an L, M-fuzzy σ-algebra on X, X, σ is called an L, M-fuzzy measurable ...An L, ... See full document

... Theorem 3.1. Let (H, F,∗) be a FH - space with IP:hu, vi = sup{t ∈ R : F (u, v , t) < 1} , ∀u, v ∈ H and let T ∈ FB(H) be a fuzzy hyponormal operator on H. If T ∗p T q is completely continuous where p and q are ... See full document

... In this section, we shall consider bi-matrix games with L-R fuzzy payoffs. Let P = { 1, 2, ..., p } and Q = { 1, 2, ..., q } be the sets of pure strategies of player I and player J , respectively. The mixed ... See full document

... (, L) is " − D ? ...(, L) is " − D ? (A). We prove that (, =) is − D ? . Since (, L) is " − D ? (A), we have by definition, for all , ∈ , ≠ , ∃ ILOS - = ...∈ L such that ... See full document

... In agricultural field, at the time of harvesting and during supply the rate of deterioration is constant. Throughout the period, the demand rate for slow growing and fast growing are taken as a random variables, which ... See full document

... of fuzzy sets was first studied by Zadeh [17] in 1965. Many papers on fuzzy sets appeared showing the importance of the concept and its applications to logic, set theory, group theory, ring theory, real ... See full document