[see also: but, though, nevertheless, matter]
In this section, however, we shall not use it explicitly.
That approach was used earlier in [2]. There, however, it was applied in simply connected regions only.
[Avoid using “however” as a simple substitute for but.]
This implies that however we choose the points $y_i$, the intersection point will be their limit point. [= no matter how we choose]
However small a neighbourhood of $x$ we take, the image will be ......
Then $M_n(x)=0$ for every $x$, however large.
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