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I'm not a topological expert, but I'm pretty sure you can have a surface without an interior. A unit sphere would be a good example of a surface without an interior.



? It by definition has a radius of 1.


unit sphere != unit ball

The former is the boundary, the latter is the interior + boundary. One of the great arbitrary naming conventions of math.


Minor nitpick, the ball might be closed or open, depending on whether the boundary is included or not, respectively.




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