Research Article
Numerical Techniques for Solving Linear Volterra Fractional Integral Equation
Table 4
The exact and numerical solutions using the Haar wavelet method with
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| | Exact solution | Numerical solution | |
| 0.0078 | −0.0077921549 | −0.0083481389 | | 0.1172 | −0.1126098632 | −0.1131662257 | | 0.2266 | −0.2094523111 | −0.2100916889 | | 0.3359 | −0.2983194986 | −0.2990367942 | | 0.4453 | −0.3792114257 | −0.3800030241 | | 0.5547 | −0.4521280924 | −0.4529904969 | | 0.6641 | −0.5170694986 | −0.5179996508 | | 0.7734 | −0.5740356445 | −0.5750303556 | | 0.8828 | −0.6230265299 | −0.6240817729 | | 0.9922 | −0.6640421549 | −0.6651534675 | |
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