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Table 2 Comparison of absolute errors obtained by (30) with the exact solution (32) when

From: An efficient technique for higher order fractional differential equation

x\t

0.5

1

1.5

2

2.5

0.5

2.80883E−05

2.69054E−05

2.57900E−05

2.47385E−05

2.37470E−05

1.0

3.40754E−05

3.25163E−05

3.10463E−05

2.96603E−05

2.83534E−05

1.5

4.21575E−05

4.01031E−05

3.81659E−05

3.63394E−05

3.46171E−05

2.0

5.29970E−05

5.02905E−05

4.77384E−05

4.53318E−05

4.30626E−05

2.5

6.74652E−05

6.39005E−05

6.05389E−05

5.73689E−05

5.43796E−05