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John Pryce wrote:
Anyone wish to speak against this? If no one, I shall assume agreement and include it in the upcoming revised draft standard text. If anyone, I will propose it as a motion.Note it implies the following. Empty is interior to anything, including itself. Anything, including Entire, is interior to Entire. [1,oo] is interior to [0,oo]. John Pryce
I speak against this. Ulrich's interior is better.Note that the topological interior, i.e., "proper subset," is already expressed efficiently in terms of Ulrich's relations for intervals A,B:
( A \subset B ) and not ( A == B ) This will also be true even when A is empty set and B is not. I don't see Entire should be interior to Entire. Nate