Compact convergence

ID: compact-convergence

Compact convergence is a concept in the field of functional analysis and topology that describes a type of convergence of a sequence of functions. More precisely, it is a form of convergence that refers to the behavior of functions defined on compact spaces. Let \(X\) be a compact topological space, and let \( \{ f_n \} \) be a sequence of continuous functions from \(X\) to \(\mathbb{R}\) (or \(\mathbb{C}\)).

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