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On a topological divisor of zero in the Calkin Algebra

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Abstract

We give a simple proof the statement that if T isa bounded linear operator on a complex Hilbert space then T isFredholm if and only if (T) is not a TDZ, where() is the Calkinhomomorphism.

참고문헌 (1)

  1. "Invertibility andsingularity for bounded linear operators" (1988), Dekker

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