in Theory of Computation retagged by
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DeMorgan’s Laws ensure that

  1. Closure under intersection and complementation imply closure under union.
  2. Closure under intersection and union imply closure under complementation.
  3. Closure under union and complementation imply closure under intersection.
  4. Closure under any two of union, intersection, and complementation implies closure under all three.
in Theory of Computation retagged by
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