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Exact(28)
"I think we got guys that, for where we picked, were good picks," Walsh said.
there exists constant such that for where (3.13).
Since, we may choose so that, for, where satisfies (33).
(C-1) there exist such that for,, where and.
From Figure 3, we can see that for, where.
Considering, there exists such that, for, where satisfies.
Similar(32)
(d) is log-convex, that is, for where one has (3.13).
(d) is log-convex, that is, for where one has.
We denote with the uniform norm on, that is, for, where is a given norm on.
But I wouldn't trade any of that now for where I had been before.
Whatever that means for where you are.
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Justyna Jupowicz-Kozak
CEO of Professional Science Editing for Scientists @ prosciediting.com