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Free infinite divisibility conjecture for the radial Bargmann measure of the $(\alpha,q)$ -Gaussian distribution
Free infinite divisibility conjecture. The free infinite divisibility of $\nu_{\alpha,q}$ is equivalent to the existence of its radial Bargmann measure.
Conjectureopenbargmann-representation free-probability q-gaussian-distributionsarXiv posted 2 days ago

Free infinite divisibility conjecture for the radial Bargmann measure of the (α,q)(\alpha,q)(α,q)-Gaussian distribution