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Rate of convergence to alpha stable law using Zolotarev distance : technical report
Solym Mawaki Manou-Abi · 2017-12-27 · via math.PR updates on arXiv.org

This paper considers the question of the rate of convergence to $α$- stable laws, using arguments based on the Zolotarev distance to prove bounds. We provide a rate of convergence to $α$-stable random variable where 1 < $α$ < 2, in the generalized CLT, that is, for the partial sums of independent identically distributed random variables which are not assumed to be square integrable. This work is a technical report based on the Zolotarev paper in [1].

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