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Nov 22 at 19:26 vote accept Raz Kupferman
Nov 22 at 9:52 history became hot network question
Nov 22 at 4:20 answer added Fedor Petrov timeline score: 10
Nov 21 at 19:56 comment added Aleksei Kulikov @GiorgioMetafune you are absolutely right, it is indeed $L^1$-norm. I see how to get some constant with a bit of suffering, but not sure if I can get $1$...
Nov 21 at 19:52 comment added Giorgio Metafune @AlekseiKulikov Not clear to me how you use Wirtinger. On the RHS you have an $L^1$-norm. I guess it is $f$, not $f'$.
Nov 21 at 14:40 comment added Aleksei Kulikov @IosifPinelis Cauchy--Schwarz + Wirtinger's inequality, for example.
Nov 21 at 14:27 comment added Iosif Pinelis "The inequality is easy to show if the $4\pi$ on the left-hand side is replaced by $1$." -- How is this done?
Nov 21 at 13:54 comment added Aleksei Kulikov Do you perhaps want to have $f'^2$ on the right instead of $f^2$?
Nov 21 at 13:53 history edited YCor
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Nov 21 at 13:46 history asked Raz Kupferman CC BY-SA 4.0