[PDF] Top 20 El problema del abandono de los estudios universitarios
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Quasi-open functions in Euclidean spaces
... of functions by algebraic methods plays a very important role in modern mathematics where we consider various operations on sets of ...topological spaces by semigroups of continuous, open, and closed ... See full document
12
On the semigroups of quasi-open transformations
... and quasi-open, then the function composition is also continuous and ...continuous quasi-open mappings from a topological space X into itself with composition of functions as the semi- ... See full document
11
Vol 3, No 1 (2012)
... p-closed functions in topological ...bitopological spaces introduced and studied by ...related functions by involving (1, 2)*- g -open ...of quasi (1, 2)*- g -open ... See full document
212
Compensated convexity methods for approximations and interpolations of sampled functions in Euclidean spaces: theoretical foundations
... Our approach, on the other hand, is not sensitive to data types. We only assume the underlying function to be bounded and uniformly continuous and the sample sets to be compact or to be the complement of a bounded ... See full document
24
On Quasi Intuitionistic -Open Maps
... In2011[6]introducedQuasiα-Closed,Stronglyα-ClosedandWeaklyαIrresolute Functions in topological ...define quasi intuitionistic α-open function, quasi intuitionistic α-preopen function, ... See full document
209
On Neutrosophic Feebly Open Set In Neutrosophic Topological Spaces
... continuous functions in neutrosophic topological ...Neutrosophic quasi coincident, Neutrosophic quasi neighbourhood, Neutrosophic feebly open sets in Neutrosopic topological space and study ... See full document
13
Vol 8, No 11 (2017)
... Topological spaces [11 ...δωα open functions, δωα closed functions, quasi δωα open functions, and quasi δωα closed functions in topological spaces and ... See full document
5
The origins of Schwinger's Euclidean Green's functions
... Green’s functions for quantum field ...these functions, emphasizing that they contain all of the physical information about a system, its energy values, and its scattering ...Green’s functions in ... See full document
51
QUASI -NORMAL SPACES IN TOPOLOGICAL SPACES
... of quasi normal space was introduced by Zaitsev ...normal spaces which are weaker than quasi-normal ...p-normal spaces and obtained their ...of quasi normal and mildly normal ...of ... See full document
9
From the Lorentz Transformation Group in Pseudo-Euclidean Spaces to Bi-gyrogroups
... pseudo- Euclidean spaces [46], the aim of this article is to study Lorentz transformations in pseudo-Euclidean spaces, where each of the resulting generalized Lorentz transfor- mation group is ... See full document
28
Vol 3, No 5 (2012)
... topological spaces. For a systematic development of semi-open sets and the theory of α -sets one may refer to [1, 2, 4, 5, ...precontinuous functions in topological ...than open sets. Since ... See full document
74
On pre- -Open Sets and Contra pre- -continuous Functions and Contra pre- -irresolute Functions in Topological Spaces
... i) A β-open set (Abd El-Monsef, M.E., 1983) if A ⊆ cl (int( cl ( A ))) . ii) A b-open set (Andrijevic, D., 1996) if A ⊆ int( cl ( A )) U cl (int( A )) . iii) A semi-open (briefly s-open) set ... See full document
30
Fundamentals of Riemannian geometry and its evolution : a thesis presented in partial fulfilment of the requirements for the degree of Master of Science in Mathematics at Massey University, Palmerston North, New Zealand
... We can now compute the sectional curvature of our three families of model spaces of Riemannian geometry:- Euclidean space, spheres, and hyperbolic spaces... 5.4.2 Euclidean space The sim[r] ... See full document
28
Vectorial form of Ekeland-type variational principle
... complete quasi-metric space, ω : X × X → [, ∞ ) a ω-distance on X, Y be a locally convex Hausdorff topological vector space, C be a proper, closed and convex cone in Y with apex at origin and int C = ∅ , and e ∈ Y ... See full document
8
Somewhat *b-continuous and Somewhat *b-open Functions in Topological spaces
... Let U be any non-empty open set in X . Put C = X − U . Then C is a closed subset of X and f ( X − U ) = f ( C ) = Y − f ( U ) implies f (C ) ≠ φ .Therefore, by (ii) there is a *b-closed subset D of Y such that D ≠ ... See full document
11
Connectedness Via Quasi I-Open Sets
... Proof. Let A and B be any two quasi I-separated sets such that X=A∪B. Therefore qICl(A)∩B = A∩qICl(B) =∅. Since A⊂qICl(A) and B⊂qICl(B), then A∩B=∅. Now qICl(A) ⊂ X\B =.Hence qICl(A) =A. Then A is quasi ... See full document
84
On Quasi Convex Functions and Hadamard's Inequality
... In this paper we establish some inequalities of Hadamard’s type involving Godunova-Levin functions, P-functions, quasi-convex functions, J- quasi-convex functions, Wright-convex function[r] ... See full document
68
Generalizations of Rough Functions in Topological Spaces by Using Pre Open Sets
... We purpose to generalize the concept of rough function to topological pre-rough function by using pre-open sets in topological spaces. Let X , τ be a topological space and x X . Then pmin x = ... See full document
31
Approximate Behavior of Bi Quadratic Mappings in Quasinormed Spaces
... metric on X. By the Aoki-Rolewicz theorem 10 see also 9, each quasinorm is equivalent to some p-norm. Since it is much easier to work with p-norms, henceforth we restrict our attention mainly to p-norms. In 11, Tabor has ... See full document
180
Fourier Inequalities in Lorentz and Lebesgue Spaces
... In this chapter we provide inequalities concerning cones of functions with certain mono- tonicity properties. We will use these results in formulating our sufficient conditions for Fourier series inequalities. ... See full document
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