On a class of generalized Meijer–Laplace transforms of Fox function type kernels and their extension to a class of Boehmians
Journal article published in 2018 by
Shrideh Khalaf Qasem Al-Omari 
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Abstract
Abstract In this paper, we investigate a Meijer–Laplace transform enfolding Fox’s H-functions on a class of Boehmians. The extended Meijer–Laplace transform of a Boehmian is determined and executed to preserve certain properties of the classical transform. The inverse problem and related theorems are also discussed in some details.