Keywords: ریشه های چندگانه; 65H05; Nonlinear equation; Newton's method; Fourth order method; Multiple roots; Single roots; Basin of attractions;
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Keywords: ریشه های چندگانه; Nonlinear equations; Multiple roots; Halley’s method; Schröder method; Complex dynamics; Basin of attraction65H05
Keywords: ریشه های چندگانه; Generalized Erlang-n innovation times; Generalized Lundberg's equation; Laplace transform; Multiple roots; Sparre-Andersen dual risk model;
Keywords: ریشه های چندگانه; Newton’s method; Iterative methods; Order of convergence; Multiple roots
Keywords: ریشه های چندگانه; Nonlinear equations; Iterative method; Multiple roots; Conjugacy map; Extraneous fixed point; Basin of attraction;
Keywords: ریشه های چندگانه; Nonlinear equations; High order; Multiple roots; Fixed point
Keywords: ریشه های چندگانه; Topographical global initialization, Nonlinear systems; Global optimization; Interior-point method; Multiple roots; Inequality constraints
Keywords: ریشه های چندگانه; primary, 60G05; secondary, 60K25Batch-arrival; Batch-service; Batch-size-dependent service; Multiple roots; Queueing; Random capacity
A note on “Convergence radius of Osada's method under Hölder continuous condition”
Keywords: ریشه های چندگانه; Nonlinear equations; Iterative methods; Multiple roots; Local convergence; Dynamics; 65H05; 65H10;
Dynamical analysis on cubic polynomials of Damped Traub's method for approximating multiple roots
Keywords: ریشه های چندگانه; Nonlinear equations; Iterative methods; Multiple roots; Complex dynamics; Convergence regions;
Modeling and analysis of an infinite-buffer batch-arrival queue with batch-size-dependent service: MX/Gn(a,b)/1
Keywords: ریشه های چندگانه; Batch-arrival; Batch-service; Supplementary variable; Queueing; Joint distribution; Multiple roots;
Convergence radius of Halley’s method for multiple roots under center-Hölder continuous condition
Keywords: ریشه های چندگانه; Nonlinear equation; Multiple roots; Convergence radius; Halley’s method; Center-Hölder condition; Taylor’s expansion
Comparing the basins of attraction for Kanwar-Bhatia-Kansal family to the best fourth order method
Keywords: ریشه های چندگانه; Iterative methods; Order of convergence; Multiple roots; Basin of attraction; 65H05; 65B99;
Convergence radius of Osada's method under center-Hölder continuous condition
Keywords: ریشه های چندگانه; Multiple roots; Convergence radius; Osada's method; Center-Hölder condition; Taylor's expansion;
On the development of iterative methods for multiple roots
Keywords: ریشه های چندگانه; Iterative methods; Order of convergence; Multiple roots
Families of third and fourth order methods for multiple roots of nonlinear equations
Keywords: ریشه های چندگانه; Nonlinear equations; Iterative method; Multiple roots; Convergence order; Optimal order
New optimal class of higher-order methods for multiple roots, permitting f′(xn) = 0
Keywords: ریشه های چندگانه; Nonlinear equations; Multiple roots; Newton’s method; Optimal order of convergence; Efficiency index
Finding the solution of nonlinear equations by a class of optimal methods
Keywords: ریشه های چندگانه; Multiple roots; Order of convergence; Multipoint iterations; Jarratt method; Optimal order
On some modified families of multipoint iterative methods for multiple roots of nonlinear equations
Keywords: ریشه های چندگانه; Newton's method; Modified Newton's method; Schröder's method; Multiple roots; Power means; Order of convergence;
Basin attractors for various methods for multiple roots
Keywords: ریشه های چندگانه; Nonlinear equations; Multiple roots; Basin of attraction
Traub’s accelerating generator of iterative root-finding methods
Keywords: ریشه های چندگانه; Iterative methods; Nonlinear equations; Multiple roots; Acceleration of convergence; Simultaneous methods
Constructing higher-order methods for obtaining the multiple roots of nonlinear equations
Keywords: ریشه های چندگانه; 41A25; 65D99Nonlinear equations; Iterative method; Multiple roots; Convergence order; Efficiency index
New third and fourth order nonlinear solvers for computing multiple roots
Keywords: ریشه های چندگانه; Nonlinear equations; Newton's method; Rootfinding; Multiple roots; Order of convergence; Efficiency;
Modified Jarratt method for computing multiple roots
Keywords: ریشه های چندگانه; Rootfinding; Jarratt method; Multiple roots; Order of convergence; Efficiency
A new third-order family of nonlinear solvers for multiple roots
Keywords: ریشه های چندگانه; Newton’s method; Multiple roots; Nonlinear equations; Iterative methods; Root finding
Iterative methods for use with nonlinear discrete algebraic models
Keywords: ریشه های چندگانه; Nonlinear equation; Newton’s method; Fixed point iteration; Convergence order; Multiple roots
Accelerating generators of iterative methods for finding multiple roots of nonlinear equations
Keywords: ریشه های چندگانه; Solving nonlinear equations; Iterative methods; Multiple roots; Acceleration of convergence; Simultaneous methods
Some fourth-order nonlinear solvers with closed formulae for multiple roots
Keywords: ریشه های چندگانه; Newton’s method; Multiple roots; Nonlinear equations; Iterative methods; Root finding
Zero-clusters of polynomials: Best approach in supercomputing era
Keywords: ریشه های چندگانه; Deflated Newton method; Multiple roots; Supercomputing era; Zero-clusters of polynomials;
A new fourth-order iterative method for finding multiple roots of nonlinear equations
Keywords: ریشه های چندگانه; Jarratt method; Multiple roots; Nonlinear equations; Iterative methods; Root finding
A third-order modification of Newton's method for multiple roots
Keywords: ریشه های چندگانه; Newton's method; Multiple roots; Iterative methods; Nonlinear equations; Order of convergence; Root-finding;
On Newton-type methods for multiple roots with cubic convergence
Keywords: ریشه های چندگانه; 41A25; 65D99Rootfinding; Newton method; Multiple roots; Chebyshev method; Halley method; Newton-type methods
Some second-derivative-free variants of Halley’s method for multiple roots
Keywords: ریشه های چندگانه; Halley’s method; Multiple roots; Nonlinear equations; Iterative methods; Root finding
New families of nonlinear third-order solvers for finding multiple roots
Keywords: ریشه های چندگانه; Newton’s method; Multiple roots; Iterative methods; Nonlinear equations; Order of convergence; Root-finding
An improved method for finding multiple roots and it's multiplicity of nonlinear equations in R
Keywords: ریشه های چندگانه; Nonlinear equation; Multiple roots; Newton-like method; Quadratic convergence;
New third order nonlinear solvers for multiple roots
Keywords: ریشه های چندگانه; Nonlinear equations; High order; Multiple roots; Fixed point; Chebyshev; Osada;