if $ K $ is an algebraically closed field, asks: Is there a point $ "w" $ of $ K ^ n $, is closed in the Zariski toplogy?
2026-05-16 19:09:23.1778958563
Is the Zariski Topology
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Yes, it is true because you can describe a point with polynomial equations. But only in affine case the ideal of a point is maximal.