Hilbert space (Q190056): Difference between revisions

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label / galabel / ga
 
spás Hilbert
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обобщение евклидова пространства, допускающее бесконечную размерность и полное по метрике, порождённой скалярным произведением
description / fadescription / fa
 
نوعی از فضای برداری توپولوژی
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Property / described by source: Armenian Soviet Encyclopedia / rank
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Property / described by source: Armenian Soviet Encyclopedia / qualifier
 
Property / described by source: Armenian Soviet Encyclopedia / qualifier
page(s): 403
 
Property / described by source: Armenian Soviet Encyclopedia / reference
 
Property / Encyclopædia Britannica Online ID: topic/Hilbert-space / qualifier
 
subject named as: Hilbert space
Property / Encyclopædia Britannica Online ID: topic/Hilbert-space / qualifier
 
author name string: Stephan C. Carlson
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Property / subclass of: Banach space / rank
 
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Property / described by source: Armenian Soviet Encyclopedia, vol. 6 / rank
 
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Property / described by source: Armenian Soviet Encyclopedia, vol. 6 / qualifier
 
page(s): 403
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Property / maintained by WikiProject: WikiProject Mathematics / rank
 
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Property / ProofWiki ID: Definition:Hilbert_Space / rank
 
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Property / topic's main template: Template:Hilbert space / rank
 
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Property / topic's main template: Template:Hilbert space / reference
 
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Property / Gran Enciclopèdia Catalana ID: espai-de-hilbert / rank
 
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Revision as of 07:16, 6 May 2024

inner product space that is metrically complete; a Banach space whose norm induces an inner product (follows the parallelogram identity)
Language Label Description Also known as
English
Hilbert space
inner product space that is metrically complete; a Banach space whose norm induces an inner product (follows the parallelogram identity)

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    Hilbertovy prostory
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