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To avoid a confusion, we should note that in the present paper II, the notations for coordinates differ from those of paper I
-
To avoid a confusion, we should note that in the present paper II, the notations for coordinates differ from those of paper I.
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20
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85034284192
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One can always choose v(r) with v(0) being finite
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One can always choose v(r) with v(0) being finite.
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25
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85034306138
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note
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In the effective Gaussian Hamiltonian (10) we do not write the constant term as in Ref. 4; also we do not have a term corresponding to the external magnetic field as in Ref. 9. This term appears if the grand canonical ensemble is considered, while in the present study we use the canonical ensemble.
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27
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33645440181
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85034306458
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(in preparation).
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J. P. Valleau (in preparation). See also "Thermodynamic Scaling Methods in Monte Carlo and their Application to Phase Equilibria," in Monte Carlo Methods in Chemical Physics (a volume in the series Advances in Chemical Physics), edited by D. Ferguson, J. L. Siepmann, and D. G. Truhlar (Wiley, NY, to appear in early 1988).
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Valleau, J.P.1
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11744355703
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Thermodynamic Scaling Methods in Monte Carlo and their Application to Phase Equilibria
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Monte Carlo Methods in Chemical Physics edited by D. Ferguson, J. L. Siepmann, and D. G. Truhlar Wiley, NY, to appear in early
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J. P. Valleau (in preparation). See also "Thermodynamic Scaling Methods in Monte Carlo and their Application to Phase Equilibria," in Monte Carlo Methods in Chemical Physics (a volume in the series Advances in Chemical Physics), edited by D. Ferguson, J. L. Siepmann, and D. G. Truhlar (Wiley, NY, to appear in early 1988).
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Advances in Chemical Physics
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35
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85034296491
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note
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-1.
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37
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0002450204
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edited by H. Gaustere and C. B. Lang Springer, Berlin
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K. Binder, in Computational Methods in Field Theory, edited by H. Gaustere and C. B. Lang (Springer, Berlin, 1992), pp. 59-125.
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Binder, K.1
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85034278653
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2
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2
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42
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0003818190
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edited by B. J. Berne Plenum, New York
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J. P. Valleau and S. G. Whittington, Statistical Mechanics, Part A: Equilibrium Techniques, edited by B. J. Berne (Plenum, New York, 1977); J. P. Valleau, and G. M. Torrie. ibid.
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Valleau, J.P.1
Whittington, S.G.2
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46
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85034292522
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note
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c in our TDSMC simulations in paper I was not large enough to obtain reliable estimates for the other critical exponents (e.g., for the critical exponents to the temperature dependence of the heat capacity and compressibility). Thus we are not able use other scaling relations to estimate v.
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