A Noncommutative de Finetti Theorem: Invariance under Quantum Permutations is Equivalent to Freeness with Amalgamation

Claus Köstler; Roland Speicher

A Noncommutative de Finetti Theorem: Invariance under Quantum Permutations is Equivalent to Freeness with Amalgamation

Trosolwg

Awduron Sefydliadau

Claus Köstler(Awdur)
Ffiseg
Roland Speicher(Awdur)

Math	Erthygl

Iaith wreiddiol	Saesneg
Tudalennau (o-i)	473-490
Nifer y tudalennau	18
Cyfnodolyn	Communications in Mathematical Physics
Cyfrol	291
Statws	Cyhoeddwyd - 31 Rhag 2009

Cysylltiadau	http://hdl.handle.net/2160/8556

Cysylltiad parhaol	Cysylltiad parhaol http://hdl.handle.net/2160/8556

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Fformatau enwi

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Mathamateg

100

De Finetti's Theore... Mathematics

78

Amalgamation Mathematics

56

Invariance Mathematics

52

Permutation Mathematics

47

Permutation group Mathematics

41

Joint Distribution Mathematics

30

Random variable Mathematics

28

Exchangeability Mathematics

23

Conditional Expecta... Mathematics

22

Quantum Groups Mathematics

20

Identically distrib... Mathematics

Ffiseg a Seryddiaeth

79

permutations Physics & Astronomy

60

invariance Physics & Astronomy

54

theorems Physics & Astronomy

53

random variables Physics & Astronomy

20

algebra Physics & Astronomy

Mae Allbynnau YmchwilAllbwn Ymchwil wedi’i ysgrifennu ar y cyd gan A Noncommutative de Finetti Theorem: Invariance under Quantum Permutations is Equivalent to Freeness with Amalgamation wedi’i farcio gyda'r cysyniad

Gweld arbenigwyr gyda’r un cysyniadau

Cysylltiad parhaol

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Mathamateg

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