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A higher order Chebyshev-Halley-type family of iterative methods for multiple roots
ArticleAbstract: The aim of this paper is to introduce new high order iterative methods for multiple roots of the nonPalabras claves:Chebyshev-Halley-type, Efficiency index, Multiple roots, nonlinear equations, Optimal iterative methodsAutores:Alarcón D., Behl R., Fabricio Cevallos, Martínez E.Fuentes:scopusA note on “Convergence radius of Osada's method under Hölder continuous condition”
ReviewAbstract: In this paper we revise the proofs of the results obtained in “Convergence radius of Osada's methodPalabras claves:Dynamics, iterative methods, local convergence, Multiple roots, nonlinear equationsAutores:Fabricio Cevallos, Gupta D., Hueso J.L., Martínez E.Fuentes:scopusDomain of existence for the solution of some IVP's and BVP's by using an efficient ninth-order iterative method
Conference ObjectAbstract: In this paper, we consider the problem of solving initial value problems and boundary value problemsPalabras claves:computational efficiency, iterative methods, nonlinear equations, Order of convergence, semilocal convergenceAutores:Fabricio Cevallos, Howk C.L., Hueso J.L., Martínez E.Fuentes:scopusLocal Convergence Balls for Nonlinear Problems with Multiplicity and Their Extension to Eighth-Order Convergence
ArticleAbstract: The main contribution of this study is to present a new optimal eighth-order scheme for locating zerPalabras claves:Autores:Alshomrani A., Behl R., Fabricio Cevallos, Martínez E.Fuentes:scopusLocal Convergence Results for an Optimal Iterative Method for Multiple Roots
Conference ObjectAbstract: In this paper our aim is to perform a local convergence study of a fourth order iterative method inPalabras claves:Autores:Alshomrani A., Behl R., Fabricio Cevallos, Martínez E.Fuentes:scopus