De Morgan's Laws (Set Theory)/Set Complement/General Case/Complement of Intersection

Theorem
Let $\mathbb T$ be a set of sets, all of which are subsets of a universe $\mathbb U$.

Then:
 * $\displaystyle \complement \paren {\bigcap \mathbb T} = \bigcup_{H \mathop \in \mathbb T} \complement \paren H$