Research Article

New Mono- and Biaccelerator Iterative Methods with Memory for Nonlinear Equations

Table 1

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Methods

Method (8)1.9962 (−6)5.7840 (−68)6.2205 (−808)12.025
Method (9)1.6456 (−6)2.2536 (−68)1.0563 (−812)12.032
Method (10)1.2320 (−5)2.7753 (−58)9.2624 (−692)12.032
Kung-Traub’s method 5.8921 (−4)2.0646 (−40)6.4593 (−477)11.974
Sharma et al.’s method 9.9223 (−4)4.4897 (−38)4.8572 (−448)11.937
Lotfi and Tavakoli’s method 1.3617 (−4)1.1746 (−50)3.3485 (−599)11.908
Lotfi and Tavakoli’s method 2.2254 (−4)1.0413 (−45)1.7458 (−540)11.971
Zheng et al.’s method 2.3735 (−6)3.9324 (−67)5.3263 (−798)12.025
Method (22) 4.3356 (−4)2.7252 (−53)1.5758 (−737)13.907
Method (23) 8.6117 (−4)3.8041 (−49)1.6820 (−679)13.898