Advances in Mathematical Physics / 2015 / Article / Tab 9

Research Article

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

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