A New High-Order and Efficient Family of Iterative Techniques for Nonlinear Models

Table 4

Convergence behavior of different methods on Hammerstein integral equation (38).

Methods	j					η
	1
	2				3.943508142
	3			4.9992
	1
	2
	3			4.9224
	1
	2
	3			5.9991
	1
	2				1.994799598
	3			4.9991
	1
	2
	3			5.9991
	1
	2
	3			3.9983
	1
	2
	3			5.9998

From this table, it is clear that there is a big difference of residual errors among and other existing methods. In addition, has the lowest difference between two consecutive iterations and asymptotic error constants.