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On the rate of convergence and Berry-Esseen type theorems for a multivariate free central limit theorem
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We address the question of a Berry Esseen type theorem for the speed of convergence in a multivariate free central limit theorem. For this, we estimate the difference between the operator-valued Cauchy transforms of the normalized partial sums in an operator-valued free central limit theorem and the Cauchy transform of the limiting operator-valued semicircular element.
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Rates of convergence in the Free Multiplicative Central Limit Theorem
First quantitative convergence rates for the free multiplicative CLT in Wasserstein and Kolmogorov distances.
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