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In this paper, we provide two-sided estimates for the source solution of$d$-dimensional critical fractal Burgers equation $u_t-\Delta^{\alpha/2}+b\cdot\nabla\left(u|u|^q\right)=0$, $q=(\alpha-1)/d$, $\alpha\in(1,2)$,$b\in\mathbb{R}^d$, by the density function of the isotropic $\alpha$-stableprocess.

Stable estimates for source solution of critical fractal Burgers equation