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kaman
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How to prove that there is a subspace $W \subset C(X)$ so that $C(X)$ is isomorphic?
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Compact operator? self adjoint operator? Stirling's formula
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How to prove that there is a subspace $W \subset C(X)$ so that $C(X)$ is isomorphic?
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Compact operator? self adjoint operator? Stirling's formula
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functional-analysis
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banach-spaces
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