1. Let M be a CP manifold (not necessarily continuously embedded in some R m). (a) If...
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1. Let M be a CP manifold (not necessarily continuously embedded in some R m).
(a) If {VoJaEA is a collection of open sets in M, prove that UaEA Va is open in M.
(b) If VI"'" VN are open in M, prove that n.f=1 Vi is open in M.
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