A computationally efficient method for tempered fractional differential equations with application
The authors propose to approximately calculate the tempered fractional integral or derivative of a given function by expanding the function in a sinc series, truncating the series, and applying the fractional operator in question to this truncated series. Furthermore, this idea is combined with a collocation approach to numerically solve an associated differential equation. Some numerical experiments are conducted, and the resulting errors are shown, but no formal error analysis is made.
scientific article; zbMATH DE number 6973282
scientific article