[see also: location, place]

Then $K$ appears in the last position in the list.

The vector $v$ has at least $n$ ones in its last $m$ positions.

This is the same as asking which row vectors in $R$ have differing entries at positions $i$ and $j$.

We are now in a position to prove our main result. [ Better: We can now prove]

This puts us in a position to apply Lemma 2 to deduce that ......

After receiving his PhD he took a position at the University of Texas.

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