Theory and Modern Applications
Table 3 The numerical results of the SE Sinc Nyström method for Example 2
From: Sinc Nyström method for a class of nonlinear Volterra integral equations of the first kind
N | \(\mathbf{Error}_{\boldsymbol{v(x)}}\) | \(\mathbf{Error}_{\boldsymbol{u(x)}}\) | \(\boldsymbol{\rho_{N}}\) | Cond |
|---|---|---|---|---|
4 | 1.701e − 003 | 4.167e − 003 | ∗ | 5.403 |
8 | 1.766e − 004 | 4.658e − 004 | 3.161 | 5.434 |
16 | 9.051e − 006 | 2.365e − 005 | 4.301 | 5.437 |
32 | 1.039e − 007 | 2.602e − 007 | 6.505 | 5.437 |
64 | 1.360e − 010 | 3.175e − 010 | 9.678 | 5.437 |