[PDF] Top 20 Diseño de un manual de procesos para la Gobernación de la provincia de Zamora Chinchipe, año 2015

... The problem of finding the norm of matrix operators on d w ( ,1) and e w ( , ) ∞ is considered in [8]. Also in the following, we consider such problems for some matrices on weighted sequence spaces d ... See full document

... a weighted Hardy-type inequality involving gen- eral measure spaces, a non-negative kernel, and a function bounded with a superquadratic ... See full document

... prove Hardy inequalities with remainder terms in the Heisenberg group and a compact embedding in weighted Sobolev ...in Hardy inequalities are ... See full document

... totally disconnected locally compact abellan groups with a suitable sequence of open compact subgroups Vilenkln groups... Onneweer’s theorem follows..[r] ... See full document

... on weighted anisotropic Hardy spaces and weighted (weak) Lebesgue spaces, we can further obtain the boundedness of T on anisotropic Musielak-Orlicz function spaces (see Theorems ... See full document

... of weighted Hardy-type inequalities restricted to the cone of monotone functions (see Theorems ...in weighted Lebesgue spaces concerning the weighted Stieltjes transform (see The- orems ... See full document

... the Hardy operator in classical Lebesgue spaces (see, ...multidimensional Hardy type operator from weighted Lebesgue spaces into weighted Musielak-Orlicz ...weight ... See full document

... Remark . (.) in Lemma . is equivalent to (.) in Theorem .. Indeed, we have already seen in Section  that Lemma . implies Theorem .. On the other hand, (.) is equivalent to (.), and since the ... See full document

... He proved this theorem by some variant of Vitali’s covering lemma and Lindel¨of ’s covering lemma. He did not use outer measure which we used to prove this theorem. He showed the sharpness of the result by using ... See full document

... For the discrete case, we will show that this value is correct for either de- creasing choice of w. However, the Schur method does not lead to the right con- stant in the discrete version of Copson’s inequality, ... See full document

... We reformulate Lotto’s conjecture on the weighted Bergman space A2α setting and extend Zhu’s solution on the Hardy space H 2 to the space A2α.. Background and terminology.[r] ... See full document

... of weighted multilinear Hardy operators and investigate the char- acterizations of their weights for which the weighted multilinear Hardy operators are bounded on the product of Lebesgue ... See full document

... the weighted Morrey spaces and studied the boundedness of the Hardy-Littlewood maximal operator, the fractional integral opera- tor, and the classical Calderón-Zygmund singular integral operator on ... See full document

... Using several ideas and following the terminology of [4, 5], we modify or refine some results of Dragomir and ours [1] and get some new reverses of triangle inequality. Among several results, we show that if a is ... See full document

... In this paper, we study the boundedness of composition operators between any two weighted Orlicz sequence spaces.. Keywords.[r] ... See full document

... [14] V. ` E. Kacnel ′ son, A remark on canonical factorization in certain spaces of analytic functions. (Russian) Investigations on linear operators and the theory of functions, III. Zap. Nauˇ cn. Sem. Leningrad. ... See full document

... studied various modifications in several functional spaces using different error optimiza- tion techniques, i.e., Acar et al. [2–7], Acu et al. [8, 9], Barbosu [10], Agrawal et al. [11], Aral [12], Mursaleen et al. ... See full document

... some weighted Hardy type inequalities associated with a class of nonisotropic Greiner- type vector fields on anisotropic Heisenberg ...new Hardy type inequalities on anisotropic Heisenberg groups ... See full document

... Remark 4.5. Sometimes (4.3) is referred to as the Knopp inequality with reference to his 1928 article [22]. But it is clear that it was known before and in his 1925 article [1] Hardy informed that Pólya had ... See full document

... [6] L. Diening, P. H¨ ast¨ o, A. Nekvinda, Open problems in variable exponent Lebesgue and Sobolev spaces, In: ’Function Spaces, Differential Oper- ators and Nonlinear Analysis’, Proc. of the Conference ... See full document