Riesz summability of multiple Hermite series in \(L^ p\) spaces
The Riesz summability of order \(\alpha\) for the multiple Hermite series in the space \(L^ p\) is proved under sharp condition on the parameter \(\alpha\) and for all \(p\) satisfying \(| 1/p- 1/2|\geq 1/n\), \(n\geq 2\).
scientific article; zbMATH DE number 784103