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Exact(18)
It is measurable, controllable and precise.
Notice that the function is bounded in and it is measurable because of the following result proved in [28, Lemma ].
It is easy to see that : is an upper semicontinuous set-valued map with nonempty compact convex values; hence, it is measurable [18].
A function (f Itimesmathbb{R}rightarrowmathbb{R}) is said to satisfy the Carathéodory conditions if it is measurable in t for each x in (mathbb{R}) and continuous in x for almost every (or a.e. for short) (tin I).
We say that ψ is a Carathéodory function if it is measurable in t for each x in (mathbb{R}^{d}) and continuous in x for almost everywhere (a.e., for short) given (tin I).
For a correspondence F : T → 2 Y from a measurable space into a metrizable space, we have that if F is measurable, then it is also weakly measurable and if F is compact valued and weakly measurable, it is measurable.
Similar(41)
"It's measurable".
"It was measurable, it was quantifiable and you were in control of your own destiny.
That's how you can tell someone has merit; it's not subjective, it's measurable.
It's part of the genre of film in which the tension is so ubiquitous it's measurable.
First, because, if it's measurable, it's in terms of a vector with a vast number of dimensions, many of which are unconscious and others of which are unspeakable.
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Since I tried Ludwig back in 2017, I have been constantly using it in both editing and translation. Ever since, I suggest it to my translators at ProSciEditing.

Justyna Jupowicz-Kozak
CEO of Professional Science Editing for Scientists @ prosciediting.com