Solving nonlinear differential algebraic equations by an implicit \(GL(n, \mathbb R)\) Lie-group method
Summary: We derive an implicit \(GL(n, \mathbb R)\) Lie-group algorithm together with the Newton iterative scheme to solve nonlinear differential algebraic equations. Four numerical examples are given to evaluate the efficiency and accuracy of the new method when comparing the computational results with the closed-form solutions.
scientific article; zbMATH DE number 6206893
scientific article