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- Hilbert's_inequality abstract "In analysis, a branch of mathematics, Hilbert's inequality states that for any sequence u1,u2,... of complex numbers. It was first demonstrated by David Hilbert with the constant 2π instead of π; the sharp constant was found by Issai Schur. It implies that the discrete Hilbert transform is a bounded operator in ℓ2.".
- Hilbert's_inequality wikiPageExternalLink ?id=bvgBdZKEYAEC&pg=PA155.
- Hilbert's_inequality wikiPageExternalLink CSMC_HilbertandCompensatingDifficulties.pdf.
- Hilbert's_inequality wikiPageID "30475329".
- Hilbert's_inequality wikiPageRevisionID "535020336".
- Hilbert's_inequality first "E.K.".
- Hilbert's_inequality hasPhotoCollection Hilbert's_inequality.
- Hilbert's_inequality id "Hilbert_inequality".
- Hilbert's_inequality last "Godunova".
- Hilbert's_inequality title "Hilbert inequality".
- Hilbert's_inequality subject Category:Complex_analysis.
- Hilbert's_inequality subject Category:Inequalities.
- Hilbert's_inequality subject Category:Number_theory.
- Hilbert's_inequality type Abstraction100002137.
- Hilbert's_inequality type Attribute100024264.
- Hilbert's_inequality type Difference104748836.
- Hilbert's_inequality type Inequalities.
- Hilbert's_inequality type Inequality104752221.
- Hilbert's_inequality type Quality104723816.
- Hilbert's_inequality comment "In analysis, a branch of mathematics, Hilbert's inequality states that for any sequence u1,u2,... of complex numbers. It was first demonstrated by David Hilbert with the constant 2π instead of π; the sharp constant was found by Issai Schur. It implies that the discrete Hilbert transform is a bounded operator in ℓ2.".
- Hilbert's_inequality label "Hilbert's inequality".
- Hilbert's_inequality sameAs m.0g9yrzj.
- Hilbert's_inequality sameAs Q5761144.
- Hilbert's_inequality sameAs Q5761144.
- Hilbert's_inequality sameAs Hilbert's_inequality.
- Hilbert's_inequality wasDerivedFrom Hilbert's_inequality?oldid=535020336.
- Hilbert's_inequality isPrimaryTopicOf Hilbert's_inequality.