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[PDF] Top 20 Weighted hardy operators in complementary morrey spaces

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Weighted hardy operators in complementary morrey spaces

Weighted hardy operators in complementary morrey spaces

... conditions, in terms of some integral inequalities imposed on ψ and w, for such a ...fficient in the general case, but we prove that they are also necessary when the function ψ and the weight w are power ... See full document

20

Weighted hardy-type inequalities in variable exponent morrey-type spaces

Weighted hardy-type inequalities in variable exponent morrey-type spaces

... to Morrey spaces with nonvariable ...but in the next lemma we give a certain example of a function in the space L 𝑝(⋅),𝜑(⋅) 0;loc (R 𝑛 ), important for our further ... See full document

12

Weighted Sobolev theorem with variable exponent for spatial and spherical potential operators

Weighted Sobolev theorem with variable exponent for spatial and spherical potential operators

... theory in the generalized Lebesgue spaces with variable exponent p(x) could be observed in a variety of papers, the main objects be- ing the maximal operator, Hardy operators, singular ... See full document

18

Maximal, potential and singular operators in the local "complementary" variable exponent Morrey type spaces

Maximal, potential and singular operators in the local "complementary" variable exponent Morrey type spaces

... Singular operators within the framework of the spaces with variable exponents were studied in [36]. From Theorem 4.8 and Remark 4.6 of [36] and the known results on the boundedness of the maximal ... See full document

13

Research Article Toeplitz Operators on Abstract Hardy Spaces Built upon Banach Function Spaces

Research Article Toeplitz Operators on Abstract Hardy Spaces Built upon Banach Function Spaces

... norms in 𝑋, then the sequence {𝜒 𝑘 } 𝑘∈Z + converges weakly to zero on the abstract Hardy space ...𝐻[𝑋]. In Section 3, we provide proofs of our main results, using auxiliary results from the previous ... See full document

9

Weighted Hardy and potential operators in the generalized Morrey spaces

Weighted Hardy and potential operators in the generalized Morrey spaces

... obtain weighted estimations for such operators in the generalized Morrey spaces L p , ϕ obtained from Morrey spaces when we replace r λ by a function ϕ ( r ) ... See full document

15

Weighted hardy and singular operators in morrey spaces

Weighted hardy and singular operators in morrey spaces

... curve, in L p ,λ (Γ ) , but give the proof within the frameworks of homogeneous spaces with constant dimension, Carleson curves being examples of such a ... See full document

17

Liberação específica de fármacos para administração no cólon por via oral. I - O cólon como local de liberação de fármacos.

Liberação específica de fármacos para administração no cólon por via oral. I - O cólon como local de liberação de fármacos.

... Alguns investigadores são da opinião que partículas de menores dimensões (formas farmacêuticas como os peletes) à semelhança dos compostos líquidos, podem ser continua- mente evacuadas através do esfíncter pilórico na ... See full document

17

Fixed Points of Quasi-Contractive Type Operators in Normed Spaces by a Three-step Iteration Process

Fixed Points of Quasi-Contractive Type Operators in Normed Spaces by a Three-step Iteration Process

... He used it for weak and strong convergence of fixed points in a uniformly convex Banach space. It can be viewed as an extension of the iteration processes given by Noor [8],Glowinski and Le Tallec [4], Xu and Noor ... See full document

4

Computing the first eigenvalue of the p-Laplacian via the inverse power method

Computing the first eigenvalue of the p-Laplacian via the inverse power method

... In finite dimensional linear algebra, the power method is often used in order to compute the first eigenvalue of invertible linear operators defined on Euclidean spaces (see [9], for ins[r] ... See full document

28

Comput. Appl. Math.  vol.25 número23

Comput. Appl. Math. vol.25 número23

... . These so- lutions of the above mentioned bi-Laplacian system can be regarded also as solu- tions of the Kirchhoff plate system for suitable initial data. However, they do not fulfill homogeneous boundary conditions. ... See full document

21

Characterization of the variable exponent Bessel potential spaces via the Poisson semigroup

Characterization of the variable exponent Bessel potential spaces via the Poisson semigroup

... ] in terms of the rate of convergence of the Poisson semigroup P t ...f in the space L p ( ·) ( R n ) is equivalent to the existence of the limit ε 1 α ( I − P ε ) α f .... In the pre-limiting case ... See full document

15

Fixed Points of Non-expansive Operators on Weakly Cauchy Normed Spaces

Fixed Points of Non-expansive Operators on Weakly Cauchy Normed Spaces

... normed spaces to prove the existence of the best approximation elements of a convex closed subsets in normed spaces not necessarily be reflexive Banach space or Hilbert space in ... See full document

4

Weighted Sobolev theorem with variable exponent for spatial and spherical potential operators, II

Weighted Sobolev theorem with variable exponent for spatial and spherical potential operators, II

... Vakulov, Weighted Sobolev theorem with variable exponent for spatial and spher- ical potential operators, ...α in the weighted Lebesgue generalized spaces L p( ·) ( R n , ρ) with the ... See full document

7

Boundedness of the maximal operator and its commutators on vanishing generalized Orlicz-morrey spaces

Boundedness of the maximal operator and its commutators on vanishing generalized Orlicz-morrey spaces

... vanishing Morrey spaces and so called Stummel ...vanishing Morrey space is embedded between two very close to each other Stummel classes and vice ...studied in [31] in the case Φ(u) = u ... See full document

15

Comput. Appl. Math.  vol.22 número1

Comput. Appl. Math. vol.22 número1

... controllability in the linear parabolic framework, see [L2] and its bibliography, when  is a bounded ...case in which f is a globally Lipschitz function depending only on ...divided in two ... See full document

26

Repositório Institucional da UFPA: Approximate controllability for the semilinear heat equation in RN involving gradient terms

Repositório Institucional da UFPA: Approximate controllability for the semilinear heat equation in RN involving gradient terms

... controllability in the linear parabolic framework, see [L2] and its bibliography, when  is a bounded ...case in which f is a globally Lipschitz function depending only on ...divided in two ... See full document

26

Braz. J. Phys.  vol.35 número4B

Braz. J. Phys. vol.35 número4B

... over a certain four-manifold M which is an extension of a flat complex vector bundle E χ over X Γ . The second Chern charac- ter for the U (1) part is half the Chern-Simons term. The rel- evant cobordism group vanish, ... See full document

4

Almost Stable Iteration Schemes  for Local Strongly Pseudocontractive and Local Strongly Accretive Operators in Real Uniformly Smooth Banach Spaces

Almost Stable Iteration Schemes for Local Strongly Pseudocontractive and Local Strongly Accretive Operators in Real Uniformly Smooth Banach Spaces

... which implies that R(S) is bounded. Note that S is local strongly pseudocontrac- tive and F (S) = {q}. The rest of the proof follows immediately as in the proof of Theorem 3.1, and is therefore omitted. This ... See full document

14

Investigating the numerical range and q-numerical range of non square matrices

Investigating the numerical range and q-numerical range of non square matrices

... range defined by (1.8) is expressed with an inner product, due to the Riesz repre- sentation theorem. In fact, as we have noticed in the definition (1.8), the set (1.8) is identified with (1.9). This ... See full document

13

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