The complex EFG integral transform and its applications

In recent years, many integral transforms have been proposed to fulfill the vast number of fields that have benefited from them. The "Complex (Emad-Faruk-Ghaith) EFG" transform is introduced in this paper as a novel general complex integral transformation. The complex EFG transform properties, its application, and the inverse complex FEG transform's application to various fundamental functions are discussed. Using the complex EFG transform to solve high-order ordinary differential equations and other miscellaneous scientific and engineering problems demonstrates the efficacy of the transform in converting the core of some problems into simple, solvable algebraic equations. The EFG transform can be beneficial as a competent new transform in numerous scientific fields.