MLWs Integrative Operational Matrix Scheme for Solving Integro Differential Equations

Proposed article deliver an integrative operational matrix scheme for solving integro differential equations (IDEs) that are predicated on modified Lucas wavelets (MLWs). In this scheme, we first create the MLWs integral operational matrix and then use the MLWs approximation scheme for transforming the integro differential equation (IDE) into well-famous algebraic equations system. Finally, we address some examples to show the impact and accuracy of the suggested scheme and the results are contrasted with current techniques or schemes, which illustrates that the suggested scheme is offers improved results with high effectiveness. Consequently, in the future, the modified Lucas wavelets-based scheme may be applied to solve other functional differential equations.