Iterative Methods for Solving Nonlinear Equations and Systems
Soleymani, Fazlollah||Cordero, Alicia||Torregrosa, Juan R.
Iterative Methods for Solving Nonlinear Equations and Systems
English[eng]
Lipschitz condition||heston model||rectangular matrices||computational efficiency||Hull–White||order of convergence||signal and image processing||dynamics||divided difference operator||engineering applications||smooth and nonsmooth operators||Newton-HSS method||higher order method||Moore–Penrose||asymptotic error constant||multiple roots||higher order||efficiency index||multiple-root finder||computational efficiency index||Potra–Pták method||nonlinear equations||system of nonlinear equations||purely imaginary extraneous fixed point||attractor basin||point projection||fixed point theorem||convex constraints||weight function||radius of convergence||Frédholm integral equation||semi-local convergence||nonlinear HSS-like method||convexity||accretive operators||Newton-type methods||multipoint iterations||banach space||Kantorovich hypothesis||variational inequality problem||Newton method||semilocal convergence||least square problem||Fréchet derivative||Newton’s method||iterative process||Newton-like method||Banach space||sixteenth-order optimal convergence||nonlinear systems||Chebyshev–Halley-type||Jarratt method||iteration scheme||Newton’s iterative method||basins of attraction||drazin inverse||option pricing||higher order of convergence||non-linear equation||numerical experiment||signal processing||optimal methods||rate of convergence||n-dimensional Euclidean space||non-differentiable operator||projection method||Newton’s second order method||intersection||planar algebraic curve||Hilbert space||conjugate gradient method||sixteenth order convergence method||Padé approximation||optimal iterative methods||error bound||high order||Fredholm integral equation||global convergence||iterative method||integral equation||?-continuity condition||systems of nonlinear equations||generalized inverse||local convergence||iterative methods||multi-valued quasi-nonexpasive mappings||R-order||finite difference (FD)||nonlinear operator equation||basin of attraction||PDE||King’s family||Steffensen’s method||nonlinear monotone equations||Picard-HSS method||nonlinear models||the improved curvature circle algorithm||split variational inclusion problem||computational order of convergence||with memory||multipoint iterative methods||Kung–Traub conjecture||multiple zeros||fourth order iterative methods||parametric curve||optimal order||nonlinear equation
Iterative Methods for Solving Nonlinear Equations and Systems
English[eng]
Lipschitz condition||heston model||rectangular matrices||computational efficiency||Hull–White||order of convergence||signal and image processing||dynamics||divided difference operator||engineering applications||smooth and nonsmooth operators||Newton-HSS method||higher order method||Moore–Penrose||asymptotic error constant||multiple roots||higher order||efficiency index||multiple-root finder||computational efficiency index||Potra–Pták method||nonlinear equations||system of nonlinear equations||purely imaginary extraneous fixed point||attractor basin||point projection||fixed point theorem||convex constraints||weight function||radius of convergence||Frédholm integral equation||semi-local convergence||nonlinear HSS-like method||convexity||accretive operators||Newton-type methods||multipoint iterations||banach space||Kantorovich hypothesis||variational inequality problem||Newton method||semilocal convergence||least square problem||Fréchet derivative||Newton’s method||iterative process||Newton-like method||Banach space||sixteenth-order optimal convergence||nonlinear systems||Chebyshev–Halley-type||Jarratt method||iteration scheme||Newton’s iterative method||basins of attraction||drazin inverse||option pricing||higher order of convergence||non-linear equation||numerical experiment||signal processing||optimal methods||rate of convergence||n-dimensional Euclidean space||non-differentiable operator||projection method||Newton’s second order method||intersection||planar algebraic curve||Hilbert space||conjugate gradient method||sixteenth order convergence method||Padé approximation||optimal iterative methods||error bound||high order||Fredholm integral equation||global convergence||iterative method||integral equation||?-continuity condition||systems of nonlinear equations||generalized inverse||local convergence||iterative methods||multi-valued quasi-nonexpasive mappings||R-order||finite difference (FD)||nonlinear operator equation||basin of attraction||PDE||King’s family||Steffensen’s method||nonlinear monotone equations||Picard-HSS method||nonlinear models||the improved curvature circle algorithm||split variational inclusion problem||computational order of convergence||with memory||multipoint iterative methods||Kung–Traub conjecture||multiple zeros||fourth order iterative methods||parametric curve||optimal order||nonlinear equation