TY - JOUR AU - Mulatu, Lemma, AU - Wilkins, Amar AU - Chowdhury, Abhinandan AU - Franklin, Crystal PY - 2019/01/29 Y2 - 2024/03/29 TI - A Note on Solving Nonlinear Differential Equations Using Modified Laplace Decomposition Method JF - IJRDO -JOURNAL OF MATHEMATICS JA - m VL - 5 IS - 1 SE - Articles DO - 10.53555/m.v5i1.2509 UR - https://ijrdo.org/index.php/m/article/view/2509 SP - 12-19 AB - In the field of Applied Mathematics, physics, and engineering, to explain phenomena occur- ring in these fields,  models are developed in the form of differential  equations. Many of these phenomena are typically represented as nonlinear differential  equations. While there exist a hand- ful of analytical methods to solve some regular problems, often an analytical solution turns out to be quite difficult to attain using traditional  methods.  Therefore the objective is to explore  a numerical method or a semi-analytical  method that yields the best approximation.  In this paper, we investigate a consistent modification  of Laplace decomposition method using Adomian poly- nomials to solve nonlinear ordinary and partial differential  equations. The method is introduced and to further demonstrate its effectiveness, it is applied to solve three differential  equations where nonlinearity appears in different forms. ER -