Let $E$ be a normed, completely metrizable space.
Prove that the initial norm is complete.
How can I go about solving this problem?
I will be grateful for all your hints.
Thank you!
Let $E$ be a normed, completely metrizable space.
Prove that the initial norm is complete.
How can I go about solving this problem?
I will be grateful for all your hints.
Thank you!
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