Efficient calculation of critical parameters in SU (2) gauge theory

Engels J, Fingberg J, Mitrjushkin VK (1993)
Physics Letters, B 298(1-2): 154-158.

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We show how the critical point and the ratio [lambda]/[nu] of critical exponents of the finite temperature deconfinement transition of SU (2) gauge theory may be determined simply from the expectation value of the square of the Polyakov loop. In a similar way we estimate the ratio ([alpha]-1)/[nu]. The method is based on a consistent application of finite size scaling theory to results obtained with the density of state technique. It may also be used in other lattice theories at second order transitions.
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Engels J, Fingberg J, Mitrjushkin VK. Efficient calculation of critical parameters in SU (2) gauge theory. Physics Letters, B. 1993;298(1-2):154-158.
Engels, J., Fingberg, J., & Mitrjushkin, V. K. (1993). Efficient calculation of critical parameters in SU (2) gauge theory. Physics Letters, B, 298(1-2), 154-158.
Engels, J., Fingberg, J., and Mitrjushkin, V. K. (1993). Efficient calculation of critical parameters in SU (2) gauge theory. Physics Letters, B 298, 154-158.
Engels, J., Fingberg, J., & Mitrjushkin, V.K., 1993. Efficient calculation of critical parameters in SU (2) gauge theory. Physics Letters, B, 298(1-2), p 154-158.
J. Engels, J. Fingberg, and V.K. Mitrjushkin, “Efficient calculation of critical parameters in SU (2) gauge theory”, Physics Letters, B, vol. 298, 1993, pp. 154-158.
Engels, J., Fingberg, J., Mitrjushkin, V.K.: Efficient calculation of critical parameters in SU (2) gauge theory. Physics Letters, B. 298, 154-158 (1993).
Engels, Jürgen, Fingberg, Jochen, and Mitrjushkin, V. K. “Efficient calculation of critical parameters in SU (2) gauge theory”. Physics Letters, B 298.1-2 (1993): 154-158.
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