[see also: variant, variation]
We should stress that this is only one of several versions of the `measurable selector theorem', due variously to von Neumann, Jankow, Lusin and others.
We will call on this version of the inverse theorem when we come to our applications in Section 2.
We write $\beta= ......$, which is a slight modification to the previous version of $\beta$.
a current $\langle$up-to-date/preliminary/definitive/final/amended/enhanced/plausible/refined/sophisticated/elaborate/ simplified/weakened/explicit/quantitative$\rangle$ version
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