Theory and Modern Applications
From: Matrix computational collocation approach based on rational Chebyshev functions for nonlinear differential equations
\(L_{2}\) proposed method
\(L_{2}\) shift Chebyshev [40]
\(L_{2}\) Adomian [39]
\(L_{2}\) homotopy perturbation [39]
N = 5
1.13349 × 10−4
9.41458 × 10−5
3.86133 × 10−2
–
N = 8
2.01918 × 10−5
2.93357 × 10−1
N = 10
3.43867 × 10−7