Continuous Functions on Metric Spaces
Since uniform convergence preserves continuity at a point, the uniform limit of continuous functions is continuous. De nition 14. A sequence (f n) of functions f n: X !Y is uniformly Cauchy if for every >0 there exists N 2N such that m;n>N implies that d(f m(x);f n(x)) < for all x2X. A uniformly convergent sequence of functions is uniformly ...
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