Defines variable A_{p(·),∞} weights and shows they are equivalent to the reverse Hölder condition in variable Lebesgue spaces, with matrix versions and dimension estimates for reducing operators.
Nielsen, On transference of multipliers on matrix weightedL p-spaces, J
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Variable Muckenhoupt $A_\infty$ Weights
Defines variable A_{p(·),∞} weights and shows they are equivalent to the reverse Hölder condition in variable Lebesgue spaces, with matrix versions and dimension estimates for reducing operators.