By the same authors

Translation of "Die Messung quantenmechanischer Operatoren" by E. Wigner (Z. Phys. 133, 101-108, 1952)

Research output: Other contribution

Standard

Translation of "Die Messung quantenmechanischer Operatoren" by E. Wigner (Z. Phys. 133, 101-108, 1952). / Busch, P.

8 p. 2010, Translation.

Research output: Other contribution

Harvard

Busch, P 2010, Translation of "Die Messung quantenmechanischer Operatoren" by E. Wigner (Z. Phys. 133, 101-108, 1952).. <http://arxiv.org/pdf/1012.4372v1.pdf>

APA

Busch, P. (2010). Translation of "Die Messung quantenmechanischer Operatoren" by E. Wigner (Z. Phys. 133, 101-108, 1952). Unpublished. http://arxiv.org/pdf/1012.4372v1.pdf

Vancouver

Busch P. Translation of "Die Messung quantenmechanischer Operatoren" by E. Wigner (Z. Phys. 133, 101-108, 1952). 2010. 8 p.

Author

Busch, P. / Translation of "Die Messung quantenmechanischer Operatoren" by E. Wigner (Z. Phys. 133, 101-108, 1952). 2010. 8 p.

Bibtex - Download

@misc{3c6872ba3b294480a54661d4772a4406,
title = "Translation of {"}Die Messung quantenmechanischer Operatoren{"} by E. Wigner (Z. Phys. 133, 101-108, 1952)",
abstract = "This is a facsimile-style translation of Wigner{\textquoteright}s seminal paper on measurement limitations in the presence of additive conservation laws. A critical survey of the history of subsequent extensions and variations of what is now known as the Wigner-Araki-Yanase (WAY) Theorem is provided in a paper published concurrently.",
keywords = "Mathematical Physics",
author = "P Busch",
year = "2010",
language = "English",
type = "Other",

}

RIS (suitable for import to EndNote) - Download

TY - GEN

T1 - Translation of "Die Messung quantenmechanischer Operatoren" by E. Wigner (Z. Phys. 133, 101-108, 1952)

AU - Busch, P

PY - 2010

Y1 - 2010

N2 - This is a facsimile-style translation of Wigner’s seminal paper on measurement limitations in the presence of additive conservation laws. A critical survey of the history of subsequent extensions and variations of what is now known as the Wigner-Araki-Yanase (WAY) Theorem is provided in a paper published concurrently.

AB - This is a facsimile-style translation of Wigner’s seminal paper on measurement limitations in the presence of additive conservation laws. A critical survey of the history of subsequent extensions and variations of what is now known as the Wigner-Araki-Yanase (WAY) Theorem is provided in a paper published concurrently.

KW - Mathematical Physics

M3 - Other contribution

ER -

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