\begin{document}$ \tau_{\rm{KZ}}$\end{document} and \begin{document}$ l_{\rm{KZ}}$\end{document} are determined and used to properly rescale the traditional correlation function and cumulant. We construct universal functions for the two-point correlation \begin{document}$ C(y_1-y_2;\tau)$\end{document} and the second-order cumulant \begin{document}$ K(\Delta y,\tau)$\end{document} of the conserved charge in the critical regime, both of which are, near the critical point, insensitive to both the initial temperature and a parameter in the mapping between the 3D Ising model and the hot QCD system."> Universal scaling of conserved charge in stochastic diffusion dynamics -
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