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Relaxing this assumption will produce quarks distributions that are larger at small (Formula presented) and at large (Formula presented). Since we do not expect that the magnitude of the CSB effect will be sensitive to this assumption, the CSB ratios are expected to decrease for large and small (Formula presented), and to increase in between. Constructing such an overlap for a linear confining potential, as opposed to a baglike potential, may seem intractable due to infrared divergences. However, such a potential can be described as arising from a scalar field strength distribution that falls off Coulombically at large (Formula presented). Since it is the field strength distribution, not the interaction energy, that is the appropriate object to appear in the empty bag overlap function, the infrared problems disappear. For a discussion of this see T. Goldman, in “Confinement Unstrung,” to appear in the Proceedings of the Workshop on Quark Confinement and the Hadron Spectrum II, Como, Italy, 1996, edited by N. Brambilla (World Scientific, Singapore, in press)
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Relaxing this assumption will produce quarks distributions that are larger at small (Formula presented) and at large (Formula presented). Since we do not expect that the magnitude of the CSB effect will be sensitive to this assumption, the CSB ratios are expected to decrease for large and small (Formula presented), and to increase in between. Constructing such an overlap for a linear confining potential, as opposed to a baglike potential, may seem intractable due to infrared divergences. However, such a potential can be described as arising from a scalar field strength distribution that falls off Coulombically at large (Formula presented). Since it is the field strength distribution, not the interaction energy, that is the appropriate object to appear in the empty bag overlap function, the infrared problems disappear. For a discussion of this see T. Goldman, in “Confinement Unstrung,” to appear in the Proceedings of the Workshop on Quark Confinement and the Hadron Spectrum II, Como, Italy, 1996, edited by N. Brambilla (World Scientific, Singapore, in press).
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The issue of the consistent definition of (Formula presented) is overlooked in both Refs. 5 6 6
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