We establish weighted L(p) inequalities for pseudo-differential operators with smooth symbols and their commutators by using a class of new weight functions which include the classical Muckenhoupt weight functions. Our results improve essentially some well-known results. (C) 2011 Elsevier Inc. All rights reserved.MathematicsSCI(E)0ARTICLE41603-162926
We prove several sharp weighted norm inequalities for commutators of classical operators in harmonic...
AbstractThis is the first part of a series of four articles. In this work, we are interested in weig...
We study here a class of pseudodifferential operators with weighted symbols of Shubin type. First, w...
AbstractWe prove weighted norm inequalities for pseudodifferential operators with amplitudes which a...
The authors establish the weighted Lp estimates for a class of pseudodifferential operators for both...
In this paper, the weighted boundedness for some multilinear operators generated by the pseudo-diffe...
We prove weighted norm inequalities with Muckenhoupt’s Ap-weights, for a wide class of oscillatory i...
We prove weighted norm inequalities with Muckenhoupt’s Ap-weights, for a wide class of oscillatory i...
We prove weighted norm inequalities with Muckenhoupt’s Ap-weights, for a wide class of oscillatory i...
We prove weighted norm inequalities with Muckenhoupt’s Ap-weights, for a wide class of oscillatory i...
summary:Let $-(n+1)<m\leq -(n+1)(1-\rho )$ and let $T_{a}\in \mathcal {L}^{m}_{\rho ,\delta }$ be ps...
AbstractWe prove weighted norm inequalities for pseudodifferential operators with amplitudes which a...
AbstractWe consider here pseudo-differential operators whose symbol σ(x,ξ) is not infinitely smooth ...
AbstractIn this paper we consider non-regular simple symbols and double symbols satisfying estimates...
We study two sufficient conditions for the boundedness of a class of pseudodifferential operators T ...
We prove several sharp weighted norm inequalities for commutators of classical operators in harmonic...
AbstractThis is the first part of a series of four articles. In this work, we are interested in weig...
We study here a class of pseudodifferential operators with weighted symbols of Shubin type. First, w...
AbstractWe prove weighted norm inequalities for pseudodifferential operators with amplitudes which a...
The authors establish the weighted Lp estimates for a class of pseudodifferential operators for both...
In this paper, the weighted boundedness for some multilinear operators generated by the pseudo-diffe...
We prove weighted norm inequalities with Muckenhoupt’s Ap-weights, for a wide class of oscillatory i...
We prove weighted norm inequalities with Muckenhoupt’s Ap-weights, for a wide class of oscillatory i...
We prove weighted norm inequalities with Muckenhoupt’s Ap-weights, for a wide class of oscillatory i...
We prove weighted norm inequalities with Muckenhoupt’s Ap-weights, for a wide class of oscillatory i...
summary:Let $-(n+1)<m\leq -(n+1)(1-\rho )$ and let $T_{a}\in \mathcal {L}^{m}_{\rho ,\delta }$ be ps...
AbstractWe prove weighted norm inequalities for pseudodifferential operators with amplitudes which a...
AbstractWe consider here pseudo-differential operators whose symbol σ(x,ξ) is not infinitely smooth ...
AbstractIn this paper we consider non-regular simple symbols and double symbols satisfying estimates...
We study two sufficient conditions for the boundedness of a class of pseudodifferential operators T ...
We prove several sharp weighted norm inequalities for commutators of classical operators in harmonic...
AbstractThis is the first part of a series of four articles. In this work, we are interested in weig...
We study here a class of pseudodifferential operators with weighted symbols of Shubin type. First, w...