Stein Weiss Inequality on Morrey-Adams Spaces Daniel Salim
Universitas Katolik Parahyangan
Abstract
Stein-Weiss inequality can be considered as the boundedness of fractional integral operators on the power-weighted Lebesgue spaces. The study of Stein-Weiss inequality has developed widely for more general spaces, such as Morrey spaces and Morrey-Adams spaces. In 2024, Salim et. al. proved the Stein-Weiss inequality from local Morrey-Adams spaces into local Morrey-spaces. To continue the study, we shall consider Stein-Weiss inequality on Morrey-Adams spaces.
Keywords: Stein-Weiss inequality, fractional integral operator, Morrey space, Morrey-Adams space
Topic: Minisymposia Fourier Analysis and Integral Operators
