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Operator satisfying certain properties

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#functional-analysis #operator-theory #compact-operators #strong-convergence
436
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Is trace functional strongly continuous?

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#functional-analysis #operator-theory #operator-algebras #compact-operators
939
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Multiplication operator $M_f$ defined by $M_f g = f(x) g(x)$ is compact iff $f \equiv 0$

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#functional-analysis #operator-theory #compact-operators
498
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Fredholm’s alternative

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#functional-analysis #operator-theory #compactness #compact-operators
764
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Find and classify the spectrum of an integral operator $K: L^2 (0,1) \rightarrow L^2 (0,1)$

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#functional-analysis #hilbert-spaces #spectral-theory #compact-operators
513
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Hilbert-Schmidt operators and Trace-class operators

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#functional-analysis #operator-theory #operator-algebras #compact-operators
159
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Spectral Radius of Hilbert-Schmidt Integral Operator

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#functional-analysis #spectral-theory #compact-operators
101
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Showing compactness of an operator

Published on
#compactness #sobolev-spaces #lp-spaces #calculus-of-variations #compact-operators
172
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Equivalence of two definitions of nuclear operators on Hilbert spaces

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#functional-analysis #operator-theory #hilbert-spaces #compact-operators
55
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Is this (Hibert-Schmidt) integral kernel bounded?

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#functional-analysis #operator-theory #hilbert-spaces #compact-operators
268
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Schatten class operators form Banach algebra?

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#functional-analysis #operator-theory #operator-algebras #compact-operators
77
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Trace class operators coming through the faithful representation of $L^\infty$.

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#functional-analysis #operator-theory #hilbert-spaces #operator-algebras #compact-operators
156
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I want to show that some subset of $C([0,1])$ is equicontinous

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#functional-analysis #operator-theory #compact-operators
401
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Why is this estimate using a compact embedding in a sobolev space true?

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#functional-analysis #sobolev-spaces #compact-operators
74
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Schauder's theorem: consequences and applications

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#functional-analysis #compact-operators

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