4 ms·
It does not demonstrate that, no. Complex numbers are no more "real" than real numbers are. They are uncountable, as another commenter said. In general they sha
by fractionalhare 6y ago
It does not demonstrate that, no. Complex numbers are no more "real" than real numbers are. They are uncountable, as another commenter said. In general they share many properties with real numbers because the sets C and R^2 are isomorphic and isometric with respect to each other.
- achillesheels 6y agoI was ignorant of the mathematically rigorous definition of countability, thanks.