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Table 3 Comparison of approximate norm-2 of absolute errors with reproducing kernel and CAS

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

Example Euler Reproducing kernel CAS
k  = 2, M  = 3 k  = 3, M  = 3 k  = 2, M  = 1 k  = 3, M  = 1 k  = 2, M  = 1 k  = 3, M  = 1
Example 3 1.2666e-005 2.5664e-006 7.3137e-004 1.39304e-004 1.0019e-003 5.6933e-004
Example 4 3.9541e-005 2.3107e-006 5.4969e-004 5.75596e-006 3.5560e-003 9.0145e-004