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Non-reflexivity of the Banach space $\Lambda BV^{(p)}$

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英文摘要

It was proven that the Waterman class is non-reflexive. In fact, Prus-Wi\'sniowski and Ruckle, in \cite{1}, generalized the well-known fact that states the space of bounded variation functions is non-reflexive. Here, an improvement of that result is provided.

作者：Mehdi Rostami、Batoul S. Mortazavi-Samarin

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学科分类：数学

推荐引用：Mehdi Rostami,Batoul S. Mortazavi-Samarin.Non-reflexivity of the Banach space $\Lambda BV^{(p)}$[EB/OL].(2025-04-28)[2025-06-06].https://arxiv.org/abs/2504.19781.点此复制

Non-reflexivity of the Banach space $\Lambda BV^{(p)}$

Non-reflexivity of the Banach space $\Lambda BV^{(p)}$

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