Characterization of weights for the variable fractional maximal operator M_β(·),r(·) and weighted inequalities for rough fractional operators under a new variable Hörmander kernel condition in variable Lebesgue spaces.
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Characterization of weights for the variable fractional maximal operator and weighted inequalities for variable fractional rough operators
Characterization of weights for the variable fractional maximal operator M_β(·),r(·) and weighted inequalities for rough fractional operators under a new variable Hörmander kernel condition in variable Lebesgue spaces.