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Weighted extrapolation in grand Morrey spaces and applications to partial differential equations— In this paper we derive weighted extrapolation results in grand Morrey spaces. In particular
CALDERON-ZYGMUND OPERATORS WITH KERNELS OF DINI'S TYPE AND THEIR MULTILINEAR COMMUTATORS ON GENERALIZED WEIGHTED MORREY SPACES on generalized weighted Morrey spaces M-p,M-phi(w) with the weight function w belonging to Muckenhoupt's class A
ON FOURIER MULTIPLIERS IN WEIGHTED LP-SPACES WITH EXPONENTIAL WEIGHTON FOURIER MULTIPLIERS IN WEIGHTED LP-SPACES WITH EXPONENTIAL WEIGHT
ON MODULAR INEQUALITIES FOR GENERALIZED HARDY OPERATORS ON WEIGHTED ORLICZ SPACESThe purpose of this paper is to study the behaviour of Hardy-type operator on weighted Orlicz
INEQUALITIES FOR OPERATORS ON THE CONE OF DECREASING FUNCTIONS IN WEIGHTED ORLICZ SPACE of nonnegative decreasing functions in the weighted Orlicz space. The reduction theorems are presented
Two power-weight inequalities for the Hilbert transform on the cones of monotone functionsThe two power-weight (Lpu, Lqv) norm inequalities for the Hilbert transform on the cones
Optimal banach function space for a given cone of decreasing functions in a weighted Lp - space weighted Lebesgue space.
The weighted inequalities for a certain class of quasilinear integral operators on the cone of monotone functionsWe study the problem of characterizing the weighted inequalities on the Lebesgue cones of monotone
Hardy-type inequalities on the weighted cones of quasi-concave functionsThe complete characterization of the Hardy-type Lp-Lq inequalitieson the weighted cones of quasi
Partial quasianalyticity of distribution solutions to weakly nonlinear differential equations with weights assigned to derivatives differential equation with weights assigned to derivatives to be a quasianalytic class with respect to part
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