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Ball convergence for a derivative free method with memory for solving nonlinear equations
ArticleAbstract: In this paper, we present a local convergence analysis of a derivative free methods of order 1 + √2iPalabras claves:Convergence order, local convergence, Two-step method with memoryAutores:Argyros I.K., Behl R., Daniel González, Motsa S.S.Fuentes:scopusBall convergence for combined three-step methods under generalized conditions in banach space
ArticleAbstract: We give a local convergence analysis for an eighth-order convergent method in order to approximate aPalabras claves:Banach space, Iterative method, Lipschitz constant, local convergence, Order of convergenceAutores:Argyros I.K., Behl R., Daniel González, Motsa S.S.Fuentes:scopusAn optimal and efficient general eighth-order derivative free scheme for simple roots
ArticleAbstract: The main motivation of this study is to present an optimal scheme in a general way that can be appliPalabras claves:Computational order of convergence, nonlinear equations, Simple roots, Steffensen's type methodAutores:Behl R., Daniel González, Maroju P., Motsa S.S.Fuentes:scopusExpanding the applicability of an eighth-order method in banach space under weak conditions
Book PartAbstract: We present a local convergence analysis for an eighth-order convergent method in order to approximatPalabras claves:Banach space, Iterative method, Lipschitz constant, local convergence, Order of convergenceAutores:Argyros I.K., Behl R., Daniel González, Motsa S.S.Fuentes:scopusLocal convergence for multistep high order methods under weak conditions
ArticleAbstract: We present a local convergence analysis for an eighth-order convergent method in order to find a solPalabras claves:Banach space, Iterative method, Lipschitz constant, local convergence, Order of convergenceAutores:Argyros I.K., Behl R., Daniel González, Motsa S.S.Fuentes:scopus