Higher integrability of the weighted datum yields higher integrability of the weighted gradient for weak solutions to generalized double phase equations with Orlicz growth and matrix weights satisfying a small log-BMO condition.
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Calderon-Zygmund estimates for generalized double phase equations with matrix weights
Higher integrability of the weighted datum yields higher integrability of the weighted gradient for weak solutions to generalized double phase equations with Orlicz growth and matrix weights satisfying a small log-BMO condition.