Cardinal sum
= Cardinal sum
{title2=$\sum_{i\in I}\kappa_i$}
The cardinal sum is the <cardinality> of the disjoint <union> of sets of the specified sizes. Using <initial ordinals>, this is $|\{(i,\xi):i\in I,\ \xi<\kappa_i\}|$. The tags distinguish overlapping summands. The empty sum is zero.