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On Fredholm operator

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#functional-analysis #operator-theory #compact-operators
227
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Transpose of the Hilbert-Schmidt operator

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#functional-analysis #operator-theory #lp-spaces #compact-operators
130
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Are $T,T^2$ compact operators?

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#functional-analysis #operator-theory #compact-operators
1.2k
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Frechet derivative of compact operator is compact

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#functional-analysis #reference-request #derivatives #banach-spaces #compact-operators
1.1k
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Weak* operator topology and finite rank operators

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#functional-analysis #operator-theory #operator-algebras #compact-operators
3.3k
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Why is the set of compact operators closed in the space of all bounded operators between Banach spaces?

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#functional-analysis #operator-theory #banach-spaces #compact-operators
234
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$L(\ell_{p})$ contains only one proper closed ideal

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#functional-analysis #banach-spaces #banach-algebras #compact-operators
1.1k
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Closure of the range of a compact operator

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#functional-analysis #convergence-divergence #banach-spaces #compact-operators
206
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Multiplication operator with a function non-vanishing on the cantor set

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#functional-analysis #operator-theory #banach-spaces #compact-operators
12k
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finite dimensional range implies compact operator

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#functional-analysis #operator-theory #normed-spaces #compact-operators
1k
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a compact operator on $l^2$ defined by an infinite matrix

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#functional-analysis #banach-spaces #normed-spaces #compact-operators
202
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If E is a Hilbert space and $T \in B(E)$ is compact, show $T(E)$ does not contain a closed infinite dimensional subspace

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#functional-analysis #hilbert-spaces #compact-operators
214
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Determine when operator is compact

Published on
#banach-spaces #compact-operators
82
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A question about tensor product of algebras of compact operators.

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#abstract-algebra #functional-analysis #operator-theory #operator-algebras #compact-operators
638
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Compact Operators and Complete Metrics Spaces

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#functional-analysis #banach-spaces #definition #compactness #compact-operators

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