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Theory and Modern Applications

Table 9 MAE in the solution of SPBVP in Example 4.2

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

For m = 16 and ε

Method in [10]

Method in [12]

Method in [13]

Our C-1

Our C-2

0.1 × 10−3

0.25E−01

0.26E−01

0.65E−04

0.1408E−01

0.3079E−01

0.1 × 10−4

0.21E−01

0.24E−01

0.36E−04

0.1478E−02

0.3374E−02

0.1 × 10−5

0.70E−02

0.17E−01

0.33E−04

0.14862E−03

0.3407E−03

0.1 × 10−6

0.75E−03

0.69E−02

0.26E−04

0.14870E−04

0.3410E−04

0.1 × 10−7

0.74E−04

0.23E−02

0.20E−04

0.14871E−05

0.3411E−05

0.1 × 10−8

0.67E−05

0.76E−03

0.11E−04

0.14872E−06

0.3411E−06