A subdivision-based approach for singularly perturbed boundary value problem

Advances in Continuous and Discrete Models

Theory and Modern Applications

Table 13 MAE in the solution of SPBVP in Example 4.3

For m = 16 and \(\varepsilon =10^{-r}\)	Kumar [7]	Lubuma [9]	Our C-1	Our C-2
r = 3	0.77E−01	0.28E−01	0.1524E−00	0.2703E−01
r = 5	0.46E−02	0.53E−02	0.5527E−02	0.2008E−02
r = 7	0.46E−04	0.53E−02	0.5587E−04	0.2021E−04
r = 8	0.46E−05	0.53E−02	0.5589E−05	2.0212E−05