The width of a rectangle QQQ in Rn\mathbb R^nRn is the maximum of the lengths of the component intervals of QQQ: width(Q)=max1≤i≤n(bi−ai).\text{width}(Q)= \max_{1\leq i \leq n} (b_i-a_i).width(Q)=1≤i≤nmax(bi−ai).
Wikidata ID: Q35059