Advances in Numerical Analysis / 2017 / Article / Tab 1

Research Article

The Convergence of a Class of Parallel Newton-Type Iterative Methods

Table 1

Numerical results of Example 2.

Iterative methodNumber of iterationsResults

Method (2)10.2000000000000.3750000000001.176470588235
20.2438080875970.3238056897481.183011463275
30.2499556651190.3170357073371.183012701892
40.2499999999790.3169872981311.183012701892
50.2500000000000.3169872981081.183012701892

Method (4) with (25)10.2171052631580.3455882352941.184859154930
20.2493980399320.3176886441321.183012708464
30.2499999994740.3169872987191.183012701892
40.2500000000000.3169872981081.183012701892

Method (4) with (26)10.2317290552580.3460424710431.183941605839
20.2499207286250.3170523193371.183012700566
30.2500000000000.3169872981081.183012701892

Method (4) with (27)10.2346095650630.3312313342481.182746284452
20.2499973160460.3169893319751.183012701890
30.2500000000000.3169872981081.183012701892

Newton method80.2500000000000.3169872981081.183012701892

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