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Lebesgue Spaces and Isomorphisms
2016Let us study the spaces on which the measure-preserving dynamical systems are defined. We will say that two probability spaces are isomorphic if, after having dismissed a negligible set of points in both spaces, we can find a measure-preserving measurable bijection whose inverse is also measurable.
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Summability of Fourier transforms on mixed-norm Lebesgue spaces via associated Herz spaces
Analysis and Applications, 2023Dachun Yang, Wen Yuan
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Feature selection using Lebesgue and entropy measures for incomplete neighborhood decision systems
Knowledge-Based Systems, 2019Lin Sun, Lanying Wang, Yuhua Qian
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