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Theory and Modern Applications

Table 12 MAE in the solution of SPBVP in Example 4.3

From: A subdivision-based approach for singularly perturbed boundary value problem

m

C-1

C-2

ε = 10−5

ε = 10−8

ε = 10−10

ε = 10−5

ε = 10−8

ε = 10−10

10

2.1110E−03

2.1198E−06

2.1198E−08

7.6536E−04

7.6679E−07

7.6677E−09

16

5.5268E−03

5.5876E−06

5.5877E−08

2.0082E−03

2.0212E−06

2.0212E−08

32

2.1930E−02

2.2964E−05

2.2965E−07

8.0232E−03

8.3069E−06

8.3069E−08

100

1.1919E−01

2.2869E−04

2.2879E−06

2.3666E−02

8.2735E−05

8.2759E−07

200

1.5931E−01

9.1801E−04

9.1965E−06

3.7244E−02

3.3226E−04

3.3265E−06

250

1.5691E−01

1.4343E−03

1.4384E−05

4.6497E−02

5.1930E−04

5.2028E−06