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1. If Sare sets with discrete topologies, show that the product topology for finitely many such spaces is also discrete.

2. If there are infinitely many discrete Si , each having more than one point, show that their product topology is not discrete.

3. Show that the product of countably many separable topological spaces, with product topology, is separable.

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  • Category:- Statistics and Probability
  • Reference No.:- M91699503

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