[to sth; sth to sth; sth to do sth; see also: employ, use, utilize, pertinent, relevant]
Now (5) follows from (4) if (2) is applied to the last equation.
We now apply the previous observation to estimate $F$.
We apply this to $g$ to obtain ......
In particular, the theorem applies to weakly confluent maps.
We finish by mentioning that, suitably modified, the results of Section 2 apply to the $AP$ case.
More generally this argument also applies to characterizing Hurewicz subsets of $I$.
Then the same argument as in Theorem 5 applies to show that $L(R)$ fails to be amenable.
Actually, [3, Theorem 2] does not apply exactly as stated, but its proof does.
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