"A set is a collection of elements".
Firstly, this does not distinguish sets and classes. Next in ZFC, sets are characterized more by their relation to each other by $\epsilon$, rather than that they contain anything.
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"A set is a collection of elements". Firstly, this does not distinguish sets and classes. Next in ZFC, sets are characterized more by their relation to each other by $\epsilon$, rather than that they contain anything. |
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