We give conditions on the exponent function p( center dot ) that imply the existence of embeddings between the grand, small, and variable Lebesgue spaces. We construct examples to show that our results are close to optimal. Our work extends recent results by the second author, Rakotoson and Sbordone.
Embeddings between grand, small, and variable Lebesgue spaces
Fiorenza A;
2017
Abstract
We give conditions on the exponent function p( center dot ) that imply the existence of embeddings between the grand, small, and variable Lebesgue spaces. We construct examples to show that our results are close to optimal. Our work extends recent results by the second author, Rakotoson and Sbordone.File in questo prodotto:
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