This paper deals with the summability of conjugate Laplace series in any dimension. In particular, a M. Riesz type inequality is proved and criteria for the convergence of relevant Cesaro means in Lp-norm are given. The Fourier character of conjugate Laplace series is investigated too.
The convergence in Lp-norm of conjugate Laplace series
CARAMUTA, PIETRO;CIALDEA, Alberto;
2016-01-01
Abstract
This paper deals with the summability of conjugate Laplace series in any dimension. In particular, a M. Riesz type inequality is proved and criteria for the convergence of relevant Cesaro means in Lp-norm are given. The Fourier character of conjugate Laplace series is investigated too.File in questo prodotto:
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