For , the Riesz potential is convolution with a constant multiple of . Its Fourier multiplier is a constant multiple of .
The locally integrable homogeneous function , , is a Riesz kernel. For ,

Articles by others on the same topic (1)

The Riesz potential is a generalization of the concept of the classical potential in mathematical analysis, particularly in potential theory and the study of fractional integrals. It is named after the mathematician Fritz Riesz.