Abstract
We answer a question of [BJR] about pointwise convergence a.e. for convolution powers of measures with expectation zero and finite moments of all orders $s \lt 2$. We compare the conditions that appeared in the study of the strong sweeping out property for convolution powers.
Citation
Viktor Losert. "A remark on almost everywhere convergence of convolution powers." Illinois J. Math. 43 (3) 465 - 479, Fall 1999. https://doi.org/10.1215/ijm/1255985103
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