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In this paper, we investigate stochastic differential equations(SDEs) drivenby a class of supercritical $\alpha$-stable process(including the rotationalsymmetric $\alpha-$stable process) with drift $b$. The weak well-posedness isproved, provided that the $(1-\alpha)$-H\"older semi-norm of $b$ is sufficientsmall.

Weak uniqueness for SDEs driven by supercritical stable processes with Holder drifts