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Theory and Modern Applications

Table 7 The absolute errors of approximating \(y_{1,\alpha}\) for \((1,1 ) \)-system at various t and α

From: Application of reproducing kernel Hilbert space method for solving second-order fuzzy Volterra integro-differential equations

α

\(y_{1,\alpha}(0)\)

\(y_{1,\alpha}(0.25)\)

\(y_{1,\alpha}(0.5)\)

\(y_{1,\alpha}(0.75)\)

\(y_{1,\alpha}(1)\)

0.5

3.55271 × 10−15

9.35382 × 10−6

9.70896 × 10−6

5.66864 × 10−6

7.10543 × 10−14

0.75

7.10543 × 10−15

7.79485 × 10−6

8.09080 × 10−6

4.72387 × 10−6

5.32907 × 10−14

1

1.24345 × 10−14

6.23588 × 10−6

6.47264 × 10−6

3.77909 × 10−6

4.61853 × 10−14