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bounded operator whose image is contained in the image of a compact operator

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#functional-analysis #compact-operators
48
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An operator satisfying in a sequence of equations

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#operator-theory #hilbert-spaces #c-star-algebras #compact-operators
136
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Compact operator for which the image of the closed unit ball is not compact

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#general-topology #compact-operators
632
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Weak convergence = norm convergence for trace class operators?

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#functional-analysis #operator-theory #trace #compact-operators
426
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Modified shift operator is compact.

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#functional-analysis #proof-verification #operator-theory #compact-operators
212
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can a sum of two non-compact operators be compact?

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#functional-analysis #compact-operators
843
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$T:\ell^2 \to \ell^2$ is a compact operator

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#functional-analysis #compact-operators
131
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Sequence of operators that commute imply the limit commutes?

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#functional-analysis #hilbert-spaces #compact-operators
391
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Nontrivial closed ideal of $\mathbb{B(H)}$, $\mathbb{H}$ is a non-separable Hilbert space.

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#functional-analysis #operator-theory #operator-algebras #compact-operators
1k
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Different versions of Mercer's theorem

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#functional-analysis #hilbert-spaces #spectral-theory #compact-operators
1.3k
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Dual operator of a compact operator

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#functional-analysis #compact-operators
36
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Bounds on eigenfunctions of integraloperator

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#real-analysis #compact-operators #eigenfunctions
439
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Trace-Operator is compact?

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#functional-analysis #compact-operators
180
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Spectrum of operator $T((x_n)_{n\in\mathbb{Z}})=\left(\frac{1}{n^2+1}(x_n-x_{-n})\right)_{n\in\mathbb{Z}}$

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#sequences-and-series #functional-analysis #spectral-theory #compact-operators
388
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Reflexive Banach spaces, compactness

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

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