Lec 9. Zariski Topology on Projective Space

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Again it's similar that
* Zariski topo on P^1 is the cofinite topology
* every open subsets of P^n is a finite union of principal open sets
* P^n is not Hausdorff
* Set of all principal open sets pf P^n is a basis for the zariski topo

aritraroy