Add to ORKGThe modified fractional integral operators, introduced in [4], are proved to be bounded from some Lp – space into some Lq – space with power-logarithmic weights. 1
We characterize the power weights ω for which the fractional type operator Tα , β is bounded from Lp...
The relationship between the operator norms of fractional integral operators acting on weighted Lebe...
AbstractThe relationship between the operator norms of fractional integral operators acting on weigh...
summary:In [P] we characterize the pairs of weights for which the fractional integral operator $I_{\...
We prove that if the exponent function $p((.))$ satisfies log-Holder continuity conditions locally a...
We establish the boundedness of the fractional integral operators on the Hardy-amalgam spaces
We consider the fractional Laplacian operator (−Δ)s (let s∈(0,1)) on Euclidean space and investigate...
New su–cient conditions on the weight functions u(:) and v(:) are given in order that the fractional...
We show the boundedness of fractional integral operators by means of extrapolation. We also show th...
The generalized fractional integral operators are shown to be bounded from an Orlicz–Hardy space (Fo...
We show the boundedness of fractional integral operators by means of extrapolation. We also show tha...
We prove that b is in Lipβ(ω) if and only if the commutator [b,L-α/2] of the multiplication operator...
summary:In this paper we give a sufficient condition on the pair of weights $(w,v)$ for the boundedn...
New su±cient conditions on the weight functions u(:) and v(:) are given in order that the fractional...
In this work we give sufficient and necessary conditions for the boundednessof the fractional integr...
We characterize the power weights ω for which the fractional type operator Tα , β is bounded from Lp...
The relationship between the operator norms of fractional integral operators acting on weighted Lebe...
AbstractThe relationship between the operator norms of fractional integral operators acting on weigh...
summary:In [P] we characterize the pairs of weights for which the fractional integral operator $I_{\...
We prove that if the exponent function $p((.))$ satisfies log-Holder continuity conditions locally a...
We establish the boundedness of the fractional integral operators on the Hardy-amalgam spaces
We consider the fractional Laplacian operator (−Δ)s (let s∈(0,1)) on Euclidean space and investigate...
New su–cient conditions on the weight functions u(:) and v(:) are given in order that the fractional...
We show the boundedness of fractional integral operators by means of extrapolation. We also show th...
The generalized fractional integral operators are shown to be bounded from an Orlicz–Hardy space (Fo...
We show the boundedness of fractional integral operators by means of extrapolation. We also show tha...
We prove that b is in Lipβ(ω) if and only if the commutator [b,L-α/2] of the multiplication operator...
summary:In this paper we give a sufficient condition on the pair of weights $(w,v)$ for the boundedn...
New su±cient conditions on the weight functions u(:) and v(:) are given in order that the fractional...
In this work we give sufficient and necessary conditions for the boundednessof the fractional integr...
We characterize the power weights ω for which the fractional type operator Tα , β is bounded from Lp...
The relationship between the operator norms of fractional integral operators acting on weighted Lebe...
AbstractThe relationship between the operator norms of fractional integral operators acting on weigh...