Characterization of a class of embeddings for function spaces with Muckenhoupt weights

preprint2014arXivOpen access

For function spaces equipped with Muckenhoupt weights, the validity of continuous Sobolev embeddings in case $p_0\leq p_1$ is characterized. Extensions to Jawerth-Franke embeddings, vector-valued spaces and examples involving some prominent weights are also provided.

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Characterization of a class of embeddings for function spaces with Muckenhoupt weights

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