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85085785275
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note
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k).
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45
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Cambridge University Press: Cambridge, U.K.
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We neglect here, with confidence, because we are concerned only with finite systems with well-behaved underlying Boltzmann distributions, those pathological situations in which knowledge of all the moments may not be adequate to reconstruct the full distribution. See, e.g.: Padé Approximants, 2nd ed.; Baker, G. A., Jr., Graves-Morris, P., Ed.; Cambridge University Press: Cambridge, U.K., 1996; pp 213-264.
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Baker Jr., G.A.1
Graves-Morris, P.2
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47
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85085785312
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note
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δ (y), in simulations of finite systems.
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48
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85085785447
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note
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26 However, this approach becomes more difficult in asymmetric situations where the number and energy densities are mixed in the scaling variables. At this stage, further developments seem necessary to deal effectively with the issue.
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49
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2942623465
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note
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c.
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