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Theory and Modern Applications

Table 3 The maximum absolute errors and the run time in Example 3

From: Chebyshev wavelets operational matrices for solving nonlinear variable-order fractional integral equations

Case

m̂ = 12

m̂ = 24

\(e (u_{1} )\)

\(e (u_{2} )\)

\(e (u_{3} )\)

\(e (u_{4} )\)

Time (s)

\(e (u_{1} )\)

\(e (u_{2} )\)

\(e (u_{3} )\)

\(e (u_{4} )\)

Time (s)

A

5.2462E − 05

1.9973E − 03

1.0155E − 03

2.7958E − 03

11.52

1.2904E − 05

4.5898E − 04

2.3408E − 04

6.4634E − 04

14.33

B

9.6211E − 05

3.8974E − 04

3.1559E − 04

6.4782E − 04

02.46

2.2249E − 05

8.8597E − 05

7.2103E − 05

1.4753E − 04

13.85

C

2.6195E − 06

5.7659E − 05

7.2860E − 06

3.1719E − 05

03.70

2.1067E − 07

1.5175E − 05

5.0179E − 06

7.5981E − 06

09.60

D

1.0525E − 06

8.4119E − 06

7.21701E − 07

5.4596E − 06

02.24

3.3708E − 07

2.2480E − 06

4.8064E − 07

1.3463E − 06

08.01