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Is there a natural topology on the set of open sets?
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Do you need topology or algebra to come to a conclusion about the cardinality of a set?
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Is the pre-open set form a topology?
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The interior Ǻ of a set A is the union of all open sets included in A?? Maths help?
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More sets, fewer reps per set or fewer sets, more reps?
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So, if there is an infinite set I and it is described as a set of sets, what can we say about the nature of all element sets--they all can be open or all have to be closed or some have to be both?
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