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Table 7 The maximal error remainder parameters \(\hbox {MER}_{N,\alpha }\) for Example 3

From: An effective numerical method to solve a class of nonlinear singular boundary value problems using improved differential transform method

\(\alpha\)

\(\hbox {MER}_{2,\alpha }\)

\(\hbox {MER}_{4,\alpha }\)

\(\hbox {MER}_{6,\alpha }\)

\(\hbox {MER}_{8,\alpha }\)

\(\hbox {MER}_{10,\alpha }\)

\(\hbox {MER}_{12,\alpha }\)

1

5.8000e−03

1.4000e−03

3.1751e−04

7.3547e−05

1.7000e−05

3.9243e−06

2

3.4000e−03

4.8431e−04

6.7761e−05

9.4474e−06

1.3142e−06

1.8267e−07

3

2.4000e−03

2.4481e−04

2.4485e−05

2.4388e−06

2.4240e−07

2.4065e−08