Generalized Taylor Series Method for Solving Nonlinear Fractional Differential Equations with Modified Riemann-Liouville Derivative

Table 9

, , , , and values in Example 4 for , , and .

0	0	1	1	0	0
1	−1.039754	0	0	−1.039754	−1.039754
2	0.569484	0.569484	0.569484	0.569484	0.569484
3	−0.239770	−0.674339	0.674339	0.239770
4	0.268032	0.268032	−0.118570	−0.538923	−0.135445
5	−0.285977	−0.016742	−0.317020	0.171348	−0.038209
6	0.138927	0.100162	0.181588	0.229499	0.131055
7	−0.044360	−0.198550	0.165109	−0.196168	0.060712
8	0.088423	0.134687	−0.222951	−0.085070	−0.020301
9	−0.126689	−0.039427	0.005124	0.194067	0.020357
10	0.077910	0.031339	0.140686	−0.049923	0.016741