feat(Integral/Lebesgue): Uniform integrability for ENNReal-valued functions#42008
feat(Integral/Lebesgue): Uniform integrability for ENNReal-valued functions#42008D-Thomine wants to merge 5 commits into
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PR summary 3b9982e671Import changes for modified filesNo significant changes to the import graph Import changes for all files
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This doesn't feel like the right approach. Note that UnifIntegrable is defined by using MeasureTheory.eLpNorm, which only requires ENorm. My suggestions would be:
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awaiting-author |
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I see your point, and I agree that it is what we would like to have in the end. That said, I wish it were that simple. The current file My motivation was both to have results directly written for ENNReal-valued functions (without needed a simplification step), and to decouple the Enorms and the integral manipulations in
and delete half of the proofs/auxiliary lemmas in |
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If you think it is overly hard then maybe you can open a Zulip thread to discuss this.
Well I think we should never have sth like this. We should pursue sth like |
A version of
Mathlib.MeasureTheory.Function.UniformIntegrableforENNReal-valued function. Needed for a project in dynamics (Kac's lemma). I may also rewriteMathlib.MeasureTheory.Function.UniformIntegrableto use this file as a foundation.