Open AccessA note on convolution operators on Riesz Bounded variation spaces
Author(s) -
Lucía Guiterrez,
Oscar M. Guzmán
Publication year - 2021
Publication title -
proyecciones
Language(s) - English
Resource type - Journals
SCImago Journal Rank - 0.226
H-Index - 12
eISSN - 0717-6279
pISSN - 0716-0917
DOI - 10.22199/issn.0717-6279-4357
Subject(s) - mathematics , convolution (computer science) , bounded function , embedding , riesz potential , riesz transform , variation (astronomy) , pure mathematics , bounded variation , convolution power , bounded operator , mathematical analysis , fourier transform , fourier analysis , computer science , physics , machine learning , artificial intelligence , artificial neural network , astrophysics , fractional fourier transform
We show some estimates and approximation results of operators of convolution type dened on Riesz Bounded variation spaces in Rn. We also state some embedding results that involve the collection of generalized absolutely continuous functions.