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- inaccessible; not open
- non public (as in closed source)
- # (Topology) a set is closed if its complement is open
- # (Algebra) a set is closed under an operation if the outcome for every argument is also in the set itself. (e.g. \forall x,y \in Z:\, x + y \in Z)
- The Nuttall Encyclopedia
You arrived here by searching for Clsed
The correct spelling of this word ought to be: Closed
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