Research Article
Generalized Taylor Series Method for Solving Nonlinear Fractional Differential Equations with Modified Riemann-Liouville Derivative
Table 6
and
values in Example
3 for
,
, and
.
| | | | |
| 0 | 0.707106 | −0.707106 | 2.356194 | 1 | 0.519877 | 0.519877 | −0.735217 | 2 | | 0.421777 | −0.298242 | 3 | −0.228527 | 0.108642 | | 4 | −0.142652 | −0.100730 | 0.071226 | 5 | 0.008355 | −0.112319 | 0.036468 | 6 | 0.066994 | −0.029668 | −0.001815 | 7 | 0.039284 | 0.029484 | −0.012690 | 8 | −0.003954 | 0.032013 | −0.006604 | 9 | −0.019730 | 0.007836 | 0.000598 | 10 | −0.011001 | −0.008954 | 0.002717 |
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