Finding the maximum area of isosceles triangle

The time-independent distribution duty Answer

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The time-independent distribution duty

In P. L. Lions’paper, there’s a assertion: Assume $fge0$. For all $s>0$, $textual content{meas}{xinmathbb{R}^3;f(t,x)>s}$ is impartial of $t$ $iff$ $int_{mathbb{R}^3}G(f(t,x)),dx$ is impartial of $t$. Are there some references contained the assertion?

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