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1AbstractWe give two weak compactness Andô type criteria in variable exponent Lebesgue spaces Lp(·) (Ω) on infinite measures. This extends some results of 13 given in the case of finite measures. Spaces Lp(·) (Ω) on infinite measures are weakly Banach-Saks when p+ < ∞. Suitable weak compactness criteria in Nakano sequence spaces ℓpn are also deduced.Mathematics Subject Classification (2020): 46E3047B60Key words: Variable exponent Lebesgue spacesweak compactness
Hernández et al. (Thu,) studied this question.
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