Keywords

#category_of_metric_spaces

Category of metric spaces

In category theory, Met is a category that has metric spaces as its objects and metric maps as its morphisms. This is a category because the composition of two metric maps is again a metric map. It was first considered by Isbell (1964).

Thu 23rd

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Category of metric spaces Metric space Metric map Pointed space Discrete space Category of topological spaces Complete metric space Completely metrizable space Expansion of the universe Generalized metric space
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