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- Riesz_sequence abstract "In mathematics, a sequence of vectors (xn) in a Hilbert space is called a Riesz sequence if there exist constants such that for all sequences of scalars (an) in the ℓp space ℓ2. A Riesz sequence is called a Riesz basis if .".
- Riesz_sequence wikiPageID "4795751".
- Riesz_sequence wikiPageRevisionID "554527209".
- Riesz_sequence hasPhotoCollection Riesz_sequence.
- Riesz_sequence id "5963".
- Riesz_sequence id "7152".
- Riesz_sequence title "Riesz basis".
- Riesz_sequence title "Riesz sequence".
- Riesz_sequence subject Category:Functional_analysis.
- Riesz_sequence comment "In mathematics, a sequence of vectors (xn) in a Hilbert space is called a Riesz sequence if there exist constants such that for all sequences of scalars (an) in the ℓp space ℓ2. A Riesz sequence is called a Riesz basis if .".
- Riesz_sequence label "Riesz sequence".
- Riesz_sequence label "Базис Рисса".
- Riesz_sequence sameAs m.0cnpcj.
- Riesz_sequence sameAs Q4075274.
- Riesz_sequence sameAs Q4075274.
- Riesz_sequence wasDerivedFrom Riesz_sequence?oldid=554527209.
- Riesz_sequence isPrimaryTopicOf Riesz_sequence.