The ultraviolet limit and sum rule for the shear correlator in hot Yang-Mills theory

Schroeder Y, Vepsalainen M, Vuorinen A, Zhu Y (2011)
JHEP 2011(12): 35.

Zeitschriftenaufsatz | Veröffentlicht | Englisch
 
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Abstract / Bemerkung
We determine a next-to-leading order result for the correlator of the shearstress operator in high-temperature Yang-Mills theory. The computation isperformed via an ultraviolet expansion, valid in the limit of small distancesor large momenta, and the result is used for writing operator productexpansions for the Euclidean momentum and coordinate space correlators as wellas for the Minkowskian spectral density. In addition, our results enable us toconfirm and refine a shear sum rule originally derived by Romatschke, Son andMeyer.
Erscheinungsjahr
2011
Zeitschriftentitel
JHEP
Band
2011
Ausgabe
12
Art.-Nr.
35
ISSN
1029-8479
eISSN
1029-8479
Page URI
https://pub.uni-bielefeld.de/record/2383588

Zitieren

Schroeder Y, Vepsalainen M, Vuorinen A, Zhu Y. The ultraviolet limit and sum rule for the shear correlator in hot Yang-Mills theory. JHEP. 2011;2011(12): 35.
Schroeder, Y., Vepsalainen, M., Vuorinen, A., & Zhu, Y. (2011). The ultraviolet limit and sum rule for the shear correlator in hot Yang-Mills theory. JHEP, 2011(12), 35. https://doi.org/10.1007/JHEP12(2011)035
Schroeder, Y., Vepsalainen, M., Vuorinen, A., and Zhu, Y. (2011). The ultraviolet limit and sum rule for the shear correlator in hot Yang-Mills theory. JHEP 2011:35.
Schroeder, Y., et al., 2011. The ultraviolet limit and sum rule for the shear correlator in hot Yang-Mills theory. JHEP, 2011(12): 35.
Y. Schroeder, et al., “The ultraviolet limit and sum rule for the shear correlator in hot Yang-Mills theory”, JHEP, vol. 2011, 2011, : 35.
Schroeder, Y., Vepsalainen, M., Vuorinen, A., Zhu, Y.: The ultraviolet limit and sum rule for the shear correlator in hot Yang-Mills theory. JHEP. 2011, : 35 (2011).
Schroeder, York, Vepsalainen, M., Vuorinen, Aleksi, and Zhu, Yan. “The ultraviolet limit and sum rule for the shear correlator in hot Yang-Mills theory”. JHEP 2011.12 (2011): 35.

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arXiv: 1109.6548

Inspire: 930029

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