[PDF] Top 20 Protocolo de Evaluación en Motricidad Orofacial

... of binary regular ^ generalized closed sets in binary topological spaces and studied its basic ...of binary regular ^ generalized continuous function, totally and ... See full document

... Example 3.10 Let X = { a, b, c, d, e, f }, Y = { x, y, z }. Let μ = { ϕ, { d, e }, { e }, { a, c, e }, { a, c }, { a, c, d, e } }and μ = { ϕ, { x } }. Clearly, μ and μ are generalized topologies on X and Y ... See full document

... In this paper we introduce a new class of sets called (1, 2) * - πgb-closed sets and a new class of generalized functions called (1, 2) * -πgb- continuous maps and (1, 2) * -πgb- irresolute ... See full document

... some generalized sets in topological ...rps- continuous functions and rps-irresolute functions by using rps-closed sets and characterize their basic ... See full document

... Several generalized forms of irresolute functions have been introduced during the last ...another. Functions and of course irresolute functions stand among the most important and ... See full document

... of generalized open sets in topological spaces namely, pre-α-open sets and we show that the family of all pre-α-open sets in a topological space ( X , τ ) form a topology on X which is finer than τ ...sets, ... See full document

... [1] generalized the idea to intuitionistic fuzzy ...-locally continuous and intuitionistic fuzzy G δ - e -irresolute function are introduced and ...among continuous function are ... See full document

... of functions by using generalized#pre-closed sets and generalized #pre-open sets called strongly contrα- generalized #pre-continuous, strongly - generalized ... See full document

... strongly continuous if f -1 (V) is both open and closed in X for each subset V of Y; 2) completely continuous if f -1 (V) is regular open in X for each open subset V of Y; 3) ğ-semi-irresolute ... See full document

... of generalized topological space [8] it has been noticed that the fine space is a special case of generalized topological space ...different generalized continuous functions by ... See full document

... The continuous functions plays very important role in ...gpr-continuity, regular and completely-continuous ...of generalized continuous (briefly g - continuous) ... See full document

... fuzzy regular closed set (IFRCS for short) if A = cl(int(A)), (ii) intuitionistic fuzzy regular open set (IFROS for short) if A = int(cl(A)), (iii) intuitionistic fuzzy semiclosed set (IFSCS for short) if ... See full document

... Example 3.27: Let X={a, b, c, d} be with topology 𝜏 ={X, ∅, {a}, {b}, {a, b},{b, c}, {a, b, c}} and Y={p, q} be with topology 𝜎 ={Y, ∅, {p}}. Let f: (X, 𝜏)→(Y, 𝜎) be defined by f(a) =q, f(b) =q, f(c) =p, f(d) =q. Then ... See full document

... Definition 2.2: A subset A of a topological space (X, τ) is called a (i) g-closed [16] if cl(A)  U whenever A  U and U is open in X. (ii) sg-closed [7] if scl(A)  U whenever A  U and U is semi-open in X. (iii) ... See full document

... Proof: We give a proof of the first equality, because that of the other is quite similar. Suppose that, x 6∈ β- θ-cA. Then there exists, g-β-open set V containing x such that βcV ∩ A = ∅. Therefore by Theorem 3.1, X \ ... See full document

... and Y respectively. Define a mapping f:(X, τ) → (Y, σ) by f(a) = u and f(b) = v. Since the IFS A = hy, (0.2, 0.0), (0.7, 0.8)i is IFCS in Y, f −1 (A) is an IFGSPCS but not IFαGSCS in X. Therefore f is an IFGSP ... See full document

... guished mapping between T -spaces which does not exhibit mapping properties in the usual sense but does exhibit mapping properties in the generalized sense. Definition 2.2 (g- ν - (T Ω , T Σ )-Map) . Let T Ω = (Ω ... See full document

... theory. He successfully applied the soft set theory into several directions such as smoothness of functions, theory of probability, game theory, Riemann Integration, Perron Integration, theory of optimization, ... See full document

... Proof: Assume that f : (X, τ)  (Y, ) is an IFcRWG continuous mapping. Let B be an IFCS in Y. Then B is an IFRWGCS in Y. Since f is an IFcRWG continuous mapping, f -1 (B) is an IFRCS in X. This implies f ... See full document

... Abstract: The purpose of this paper is to introduce and study the stronger form of continuity called Nano contra semi c(s) generalized continuity in Nano topological spaces. Some of the properties of Nano contra ... See full document