1. Mathematics
  2. Numerical Analysis
  3. Let X be a compact metric space. A closed subspace

Let X be a compact metric space. A closed subspace

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Let X be a compact metric space. A closed subspace of C(X) is compact if and only if it is bounded and equicontinuous.


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Foundations of Mathematical Economics

Foundations of Mathematical Economics

1st edition (978-0262531924)

Authors: Michael Carter

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