Universality in finite temperature lattice QCD

Gavai RV, Karsch F, Satz H (1983)
Nuclear Physics, B 220(2): 223-236.

Zeitschriftenaufsatz | Veröffentlicht | Englisch
 
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Abstract / Bemerkung
In the lattice regularization of QCD, physical results must be independent of the choice of lattice action. Finite temperature thermodynamics provides a very sensitive test of this universality, providing a functional comparison between the predictions of different actions. We study thermodynamics using Wilson's, Manton's and Villain's actions as well as the mixed fundamental-adjoint form of Bhanot and Creutz. Our results support universality in all cases, but indicate that in general the region of couplings in present lattice calculations requires the inclusion of higher order effects in the perturbative solution of the renormalization group equation.
Erscheinungsjahr
1983
Zeitschriftentitel
Nuclear Physics, B
Band
220
Ausgabe
2
Seite(n)
223-236
ISSN
0550-3213
Page URI
https://pub.uni-bielefeld.de/record/1784449

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Gavai RV, Karsch F, Satz H. Universality in finite temperature lattice QCD. Nuclear Physics, B. 1983;220(2):223-236.
Gavai, R. V., Karsch, F., & Satz, H. (1983). Universality in finite temperature lattice QCD. Nuclear Physics, B, 220(2), 223-236. https://doi.org/10.1016/0550-3213(83)90225-0
Gavai, R. V., Karsch, Frithjof, and Satz, Helmut. 1983. “Universality in finite temperature lattice QCD”. Nuclear Physics, B 220 (2): 223-236.
Gavai, R. V., Karsch, F., and Satz, H. (1983). Universality in finite temperature lattice QCD. Nuclear Physics, B 220, 223-236.
Gavai, R.V., Karsch, F., & Satz, H., 1983. Universality in finite temperature lattice QCD. Nuclear Physics, B, 220(2), p 223-236.
R.V. Gavai, F. Karsch, and H. Satz, “Universality in finite temperature lattice QCD”, Nuclear Physics, B, vol. 220, 1983, pp. 223-236.
Gavai, R.V., Karsch, F., Satz, H.: Universality in finite temperature lattice QCD. Nuclear Physics, B. 220, 223-236 (1983).
Gavai, R. V., Karsch, Frithjof, and Satz, Helmut. “Universality in finite temperature lattice QCD”. Nuclear Physics, B 220.2 (1983): 223-236.
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2019-09-06T08:48:55Z
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