Lecture 32 The weak topology is metrizable

Описание к видео Lecture 32 The weak topology is metrizable

We provide an alternative definition for the weak topology in the space of continuous maps between two manifolds that does not require to consider local charts.

Moreover, we see that the weak topology is metrizable, i.e. there exists a (complete) metric in the space of continuous maps whose induced topology is the weak topology.

Lecture notes:
https://www.dropbox.com/s/miwpc97j9m9...

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