Johnson, D. and Johnson, J. (1971) Applications of Cauchy Product in Sampled-Data Systems. IEEE Transactions on Education, 2, 76.
https://doi.org/10.1109/TE.1971.4320659

has been cited by the following article:

• TITLE: A Tutorial to Approximately Invert the Sumudu Transform

  AUTHORS: Glen Atlas, John K.-J. Li, Adam Work

  KEYWORDS: Sumudu Transform, Double Series, Discrete Convolution, Cauchy Product

  JOURNAL NAME: Applied Mathematics, Vol.10 No.11, November 21, 2019

  ABSTRACT: Unlike the traditional Laplace transform, the Sumudu transform of a function, when approximated as a power series, may be readily inverted using factorial-based coefficient diminution. This technique offers straightforward computational advantages for approximate range-limited numerical solutions of certain ordinary, mixed, and partial linear differential and integro-differential equations. Furthermore, discrete convolution (the Cauchy product), may also be utilized to assist in this approximate inversion method of the Sumudu transform. Illustrative examples are provided which elucidate both the applicability and limitations of this method.