IMAL 13325
INSTITUTO DE MATEMATICA APLICADA DEL LITORAL "DRA. ELEONOR HARBOURE"
Unidad Ejecutora - UE
artículos
Título:
. Weak Type Inequality for a Family of Singular Integral Operators Related with the Gaussian Measure
Autor/es:
L.FORZANI, E.HARBOURE Y R. SCOTTO
Revista:
Potential Analysis
Referencias:
Año: 2008
Resumen:
Abstract In this paper we study a family of singular integral operators
that generalizes the higher order Gaussian Riesz Transforms and find the
right weight w to make them continuous from L1(wdÁ) into L1,(dÁ), be-
ing dÁ(x) = e−|x|2In this paper we study a family of singular integral operators
that generalizes the higher order Gaussian Riesz Transforms and find the
right weight w to make them continuous from L1(wdÁ) into L1,(dÁ), be-
ing dÁ(x) = e−|x|2w to make them continuous from L1(wdÁ) into L1,(dÁ), be-
ing dÁ(x) = e−|x|2dÁ(x) = e−|x|2
dx. Some boundedness properties of these operators hadSome boundedness properties of these operators had
