An Analytical Study on Two High-Order Hybrid Methods to Solve Systems of Nonlinear Equations

Table 3

Numerical comparison for values of , , and using different methods.

t	ode15s	VIM	MVIM	LADM	LADM-Padè	SORCL1	SORCL2
0	0.1	0.1	0.1	0.1	0.1	0.1	0.1
0.2	0.061879843	0.061879953	0.061879909	0.061879953	0.06187996	0.063028451	0.063028451
0.4	0.038294888	0.038308201	0.038295958	0.03830818	0.038313249	0.039728108	0.039728108
0.6	0.02370455	0.023920293	0.023710295	0.023919816	0.024391743	0.025044621	0.025044621
0.8	0.014680364	0.016217046	0.014700419	0.016212343	0.009967219	0.015792402	0.015792402
1	0.009100845	0.016084187	0.009157239	0.016055022	0.003305076	0.009963699	0.009963699