On the asymptotic behavior of the second moment of the Fourier transform of a random measure
The author obtains an estimate for the asymptotic behavior of the second moment of the Fourier transform of the limit random measure in the theory of multiplicative chaos. After looking at the behavior at infinity of the Fourier transform of some remarkable functions and measures, the author proves a formula essentially due to Frostman, involving the Riesz kernels.
scientific article; zbMATH DE number 2171792