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Musat, Magdalena [Author] ; Ruskai, Mary Beth (Organisation) [Other]; Junge, Marius (Organisation) [Other]; Palazuelos, Carlos (Organisation) [Other]; Paulsen, Vern (Organisation) [Other]

Operator algebras meet Quantum information theory: a survey on factorizable channels and their applications

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  • Media type: E-Book; Video
  • Title: Operator algebras meet Quantum information theory: a survey on factorizable channels and their applications
  • Contributor: Musat, Magdalena [Author]; Ruskai, Mary Beth (Organisation) [Other]; Junge, Marius (Organisation) [Other]; Palazuelos, Carlos (Organisation) [Other]; Paulsen, Vern (Organisation) [Other]
  • Published: [Erscheinungsort nicht ermittelbar]: Banff International Research Station (BIRS) for Mathematical Innovation and Discovery, 2019
  • Published in: The Many Faceted Connes Embedding Problem (19w5163) ; (Jan. 2019)
  • Extent: 1 Online-Ressource (562 MB, 01:04:54:00)
  • Language: English
  • DOI: 10.5446/57941
  • Identifier:
  • Origination:
  • Footnote: Audiovisuelles Material
  • Description: Factorizable quantum channels, introduced by C. Anantharaman-Delaroche within the framework of operator algebras, have proven to have important applications in the analysis of quantum information theory, leading also to reformulations of the Connes Embedding Problem. I will survey these results, and address the question whether (infinite dimensional) von Neumann algebras are really needed to describe such channels
  • Access State: Open Access
  • Rights information: Attribution - Non Commercial (CC BY-NC)