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Description
To evaluate the high-energy dependence of the dipole or transverse momentum distributions (TMDs) within the color glass condensate framework, one relies on evolution equations such as the JIMWLK equation, or its large-Nc limit the BK equation.
It has been observed that the discrepancy between solutions for the dipole from the BK equation and the JIMWLK equation is less than expected from Nc-power counting. To study this puzzling observation, we evaluate the Nc-dependence of initial condition for TMDs, in addition to the dipole, which are generated stochastically according to the MV-model for SU(Nc) with Nc = 2,3,4,5. We identify scaling properties of those distributions analytically and numerically and identify which TMDs could be used as tools to solve this puzzle.
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