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We give a unified approach to weighted mixed-norm estimates and solvabilityfor both the usual and time fractional parabolic equations in nondivergenceform when coefficients are merely measurable in the time variable. In thespatial variables, the leading coefficients locally have small meanoscillations. Our results extend the previous result in [6] for unmixed$L_p$-estimates without weights.

An approach for weighted mixed-norm estimates for parabolic equations with local and non-local time derivatives