How do you say this? $r(v|W)=(d(v,w_{1}),d(v,w_{2}),\dots ,d(v,w_{k}))$

Question

How do you say this? $$r(v|W)=(d(v,w_{1}),d(v,w_{2}),\dots ,d(v,w_{k}))$$

From the definition part of Wikipedia's "Metric dimension (Graph Theory)" entry.

Answer 1

Using natural language I would say this as "the representation $r$ of $v$ with respect to $W$ is the $k$-tuple of distances from $v$ to the other vertices of the graph."