[PDF] Top 20 La descentralización de las políticas sociales en el Estado del Bienestar

... Yahya Jebreel received his Bachelor degree in mathematics from Yarmouk Uni- versity in Jordan in 2009 and his master degree in mathematics in 2012 from the same university.. Since 2012 h[r] ... See full document

... above results. Later the above re- sults were further extended and generalized by many authors (see ...metric space, Bakhtin [] introduced the concept of b-metric space which is not ... See full document

... discussed some properties of the Teodorescu operator detailedly, and Hile [] studied some properties of the Teodorescu operator in R n ...studied some properties of the Teodorescu ... See full document

... the results of b-metric spaces that generalized the famous Banach contraction principle in metric ...b-metric space. A b- metric space was also called a metric type spaces in ...gave ... See full document

... where f (t) is a suitably restricted conventional function on the real line (0, ∞). Thus this integral transformation maps f (t) into function F (s) of the complex variables. Panday and Pathak [6] extended the classical ... See full document

... the results were originally proved early in the twentieth century for integral equations acting on particular Banach spaces of ...linear operator, spectral theory can be treated fairly completely in the ... See full document

... a generalized ω-Jacobi transform and obtain images of certain functions under this ...new generalized ω-Jacobi function. Some basic functions associated with the pdf, such as characteristic function, ... See full document

... 2.1. Preliminaries. Though foreign terms presented themselves here are neatly defined in our previous works (see Theories of g-T g -Sets, g-T g -Maps, and g-T g - Separation Axioms ), we thought it necessary to recall ... See full document

... Abstract: By making use of fractional integral, we study fuzzy subordination methods to obtain some interesting results of operator defined by generalized Mittag-Leffler[r] ... See full document

... that, some of the continuous functions which are studied in generalized topological space are clubbed into a single fine-irresolute function (see [18], [19]) and the remaining are incorporated into ... See full document

... extended generalized fractional integral operator contains itself several known fractional integral operators for particular values of involved ...presented results contain all such results ... See full document

... studied some classes of meromorphic harmonic ...introduce some new subclasses of harmonic multivalent mero- morphic functions defined by generalized Liu-Srivastava operator and obtain ... See full document

... Proof: Let (𝑋, 𝜏 12 ) be a 𝑔𝑝 ∗ 𝑇 1 space and 𝐴 be a P- closed set in (𝑋, 𝜏 12 ) . Suppose that 𝑥, 𝑦 ∈ 𝐴, 𝑥 ≠ 𝑦 . Thus, 𝑥, 𝑦 ∈ 𝑋 but, (𝑋, 𝜏 12 ) is a 𝑔𝑝 ∗ 𝑇 1 , this implies that, ∃𝐺, 𝐻 ∈ 𝐺𝑃𝑂(𝑋, 𝜏 12 ) such that 𝑥 ... See full document

... These two research objectives form properly two separate sections and the rest of this paper is structured in this manner: In Sect. 2, preliminary notions are described in Subsect. 2.1 (Appx. A contains pre-preliminary ... See full document

... as second order elliptic self-adjoint operators in divergence form, degenerate Schrödinger operators with nonnegative potential, Schrödinger operators with nonnegative potential, and so on. In recent years, the ... See full document

... Banach’s contraction principle is one of very important theorems has been generalized in various directions. The concept of weak contraction has introduced by guerre delabre in hilbert space [1], Rhoeds ... See full document

... Abstract. There are many criterion to generalize the concept of numerical radius; one of the most re- cent interesting generalization is what so called the generalized Euclidean operator radius. Simply, it ... See full document

... Over a decade ago, Mahler and then others proved results on irrationality of decimal fractions applicable to types of functions we consider... KEY WORDS AND PHRASES.[r] ... See full document

... We remark that it would appear that the argument of Theorem 9 cannot be 2, since in a general Hilbert space Y the unconditional 2 convergence of Zyk implies that l.. used in the case p.[r] ... See full document

... Nakai, E: Hardy-Littlewood maximal operator, singular integral operators and Riesz potentials on generalized Morrey spaces.. Sawano, Y, Sugano, S, Tanaka, H: A note on generalized fracti[r] ... See full document