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New results of Khalouta transform method for non-constant coefficients ordinary differential equations

The key objective of this manuscript is to present new results for solving non-constant coefficients ordinary differential equations using a new integral transform called Khalouta transform (KhT). This new integral… Click to show full abstract

The key objective of this manuscript is to present new results for solving non-constant coefficients ordinary differential equations using a new integral transform called Khalouta transform (KhT). This new integral transform was defined and developed by the author in 2023. The new results presented consist in finding general formulas of solutions for the non-constant coefficients ordinary differential equations. Various numerical examples are presented in order to show the efficiency of the obtained results. Numerical test results confirm that the KhT technique is very effective in obtaining the exact solution of linear differential problems.

Keywords: differential equations; constant coefficients; ordinary differential; new results; non constant; coefficients ordinary

Journal Title: Journal of Interdisciplinary Mathematics
Year Published: 2025

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