Operadores maximais dos tipos Hardy-Littlewood e fracionário controlam o comportamento de vários outros operadores da Análise Harmônica em espaços Lp com pesos. Um desses operadores é a integral fracionária. O objetivo desta dissertação é apresentar um estudo sobre desigualdades ponderadas para operadores maximais definidos sobre conjuntos estrelados.Maximal operators of Hardy-Littlewood and fractional types control the behavior of many other operators in Harmonic Analysis on weighted Lp - spaces. One of these operators is the fractional integral. The purpose of this thesis is to present a study on norm inequalities for maximal operators defined over starlike sets
We study the weighted norm inequalities for the minimal operator, a new operator analogous to the Ha...
The boundedness of fractional integral operator on was introduced for the first tim...
The boundedness of fractional integral operator on was introduced for the first tim...
Para una función de Young, definimos el operador maximal generalizado asociado a dicha función y est...
Abstract. We show that many classical operators in harmonic analysis —such as maximal operators, sin...
We study the mapping properties of the Hardy--Littlewood fractional maximal operator between Lorentz...
We study the weighted norm inequalities for the minimal opera-tor, a new operator analogous to the H...
We prove that if the exponent function $p((.))$ satisfies log-Holder continuity conditions locally a...
We generalize a recent result on the ℓs-boundedness of a family of integral operators from the weigh...
We prove that if the exponent function $p((.))$ satisfies log-Holder continuity conditions locally a...
Se estudia el semigrupo asociado a distintos sistemas ortogonales de funciones de Laguerre, obtenien...
We prove that if the exponent function $p((.))$ satisfies log-Holder continuity conditions locally a...
We prove that if the exponent function $p((.))$ satisfies log-Holder continuity conditions locally a...
Necessary and sufficient conditions for weight norm inequalities on Lebesgue spaces to hold are give...
In this article we prove weighted norm inequalities and pointwise estimates between the multilinear ...
We study the weighted norm inequalities for the minimal operator, a new operator analogous to the Ha...
The boundedness of fractional integral operator on was introduced for the first tim...
The boundedness of fractional integral operator on was introduced for the first tim...
Para una función de Young, definimos el operador maximal generalizado asociado a dicha función y est...
Abstract. We show that many classical operators in harmonic analysis —such as maximal operators, sin...
We study the mapping properties of the Hardy--Littlewood fractional maximal operator between Lorentz...
We study the weighted norm inequalities for the minimal opera-tor, a new operator analogous to the H...
We prove that if the exponent function $p((.))$ satisfies log-Holder continuity conditions locally a...
We generalize a recent result on the ℓs-boundedness of a family of integral operators from the weigh...
We prove that if the exponent function $p((.))$ satisfies log-Holder continuity conditions locally a...
Se estudia el semigrupo asociado a distintos sistemas ortogonales de funciones de Laguerre, obtenien...
We prove that if the exponent function $p((.))$ satisfies log-Holder continuity conditions locally a...
We prove that if the exponent function $p((.))$ satisfies log-Holder continuity conditions locally a...
Necessary and sufficient conditions for weight norm inequalities on Lebesgue spaces to hold are give...
In this article we prove weighted norm inequalities and pointwise estimates between the multilinear ...
We study the weighted norm inequalities for the minimal operator, a new operator analogous to the Ha...
The boundedness of fractional integral operator on was introduced for the first tim...
The boundedness of fractional integral operator on was introduced for the first tim...