Advances in Continuous and Discrete Models

Theory and Modern Applications

Table 3 A comparison between the RCC method and other existing methods with the values for \(f''(0)\)

From: Matrix computational collocation approach based on rational Chebyshev functions for nonlinear differential equations

λ	Runge–Kutta	HAM [6]	RCT [27]	Method in [38]	RCC method N = 26
0	−0.76854	−0.77363	−0.76600	−0.769	−0.768659
1/4	−0.88498	−0.88800	−0.88830	–	−0.885073
1/3	−0.92101	−0.92433	−0.92100	−0.921	−0.921085
1/2	−0.98956	−0.99382	−0.98581	−0.992	−0.989664
3/4	−1.08518	−1.08840	−1.08598	–	−1.08526
1	−1.17372	−1.17686	−1.17040	–	−1.17375

Back to article page