Last Updated：2025/11/24
To decide whether a sequence of functions converges uniformly on X, analysts often use the uniform metric, defined by ρ(f,g)=sup_{x∈X}|f(x)-g(x)|.
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To decide whether a sequence of functions converges uniformly on X, analysts often use the uniform metric, defined by ρ(f,g)=sup_{x∈X}|f(x)-g(x)|.
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