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Exercises

  1. [1K0]Prerequisites:[1HR],[1J3].[\( \symcal F_{vi}\) ],[1JN].Difficulty:**.

    Define \((X,d_∞)\) as in the previous exercise [1JX]. Fix now \({\mathcal F}⊆ X\) a family of functions, suppose \({\mathcal F}\) is totally bounded (as defined in [0V3]): Show then that the family \({\mathcal F}\) is equicontinuous.

    Solution 1

    [1K1]

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