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Table 2 Approximate norm-2 of absolute errors for some k of the Euler and SCW

From: Solving nonlinear Volterra integro-differential equations of fractional order by using Euler wavelet method

Example Euler SCW
\(\boldsymbol {\|e_{8}\|_{2}}\) \(\boldsymbol {\|e_{16}\|_{2}}\) \(\boldsymbol {\|e_{32}\|_{2}}\) \(\boldsymbol {\|e_{8}\|_{2}}\) \(\boldsymbol {\|e_{16}\|_{2}}\) \(\boldsymbol {\|e_{32}\|_{2}}\)
Example 1 8.3942e-007 7.2293e-008 7.1159e-009 7.1538e-007 2.3580e-007 5.7642e-008
Example 2 9.4203e-007 5.9209e-008 3.7129e-009 1.6350e-005 1.1839e-006 8.6352e-008