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I am looking for a proof (the simple the better) of the Theorem stating that $L_p(E)$ is reflexive if and only if $E$ is reflexive. Here is $E$ a Banach space and $L_p(E)$ is the Lebesgue-Bochner space of strongly measurable functions with their p norm integrable. For me finite measures will do

PaulDalex
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    Hello and welcome to MSE! Please show us what you have tried on this problem for us to better understand what we need to specifically address – sai-kartik May 02 '21 at 12:02

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