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http://localhost:8080/xmlui/handle/123456789/147265| Title: | Chapter 7 Medical practitioners as collectors and communicators of natural history in Ireland, 1680–1750 |
| Authors: | Marples, Alice |
| Issue Date: | 2019 |
| Publisher: | Manchester University Press |
| link: | https://library.oapen.org/bitstream/20.500.12657/25133/1/9781526145147%20-%20CH07%20-%20Marples.pdf |
| Keywords: | Medicine;point projection;intersection;parametric curve;n-dimensional Euclidean space;Newton’s second order method;fixed point theorem;nonlinear equations;multiple zeros;optimal iterative methods;higher order of convergence;nonlinear operator equation;Fréchet derivative;?-continuity condition;Newton-like method;Frédholm integral equation;nonlinear equations;Padé approximation;iterative method;order of convergence;numerical experiment;fourth order iterative methods;local convergence;banach space;radius of convergence;nonlinear equation;iterative process;non-differentiable operator;Lipschitz condition;high order;sixteenth order convergence method;local convergence;dynamics;Banach space;Newton’s method;semi-local convergence;Kantorovich hypothesis;iterative methods;Steffensen’s method;R-order;with memory;computational efficiency;non-linear equation;basins of attraction;optimal order;higher order method;computational order of convergence;nonlinear equations;multiple roots;Chebyshev–Halley-type;optimal iterative methods;efficiency index;Banach space;semilocal convergence;?-continuity condition;Jarratt method;error bound;Fredholm integral equation;Newton’s method;global convergence;variational inequality problem;split variational inclusion problem;multi-valued quasi-nonexpasive mappings;Hilbert space;sixteenth-order optimal convergence;multiple-root finder;asymptotic error constant;weight function;purely imaginary extraneous fixed point;attractor basin;drazin inverse;generalized inverse;iterative methods;higher order;efficiency index;integral equation;efficiency index;nonlinear models;iterative methods;higher order;nonlinear equations;optimal iterative methods;multiple roots;efficiency index;iterative methods;nonlinear equations;Newton-type methods;smooth and nonsmooth operators;heston model;Hull–White;option pricing;PDE;finite difference (FD);iteration scheme;Moore–Penrose;rectangular matrices;rate of convergence;efficiency index;nonlinear equations;conjugate gradient method;projection method;convex constraints;signal and image processing;nonlinear monotone equations;conjugate gradient method;projection method;signal processing;nonlinear systems;multipoint iterative methods;divided difference operator;order of convergence;Newton’s method;computational efficiency index;system of nonlinear equations;Newton method;Newton-HSS method;nonlinear HSS-like method;Picard-HSS method;convexity;least square problem;accretive operators;signal processing;point projection;intersection;planar algebraic curve;Newton’s iterative method;the improved curvature circle algorithm;systems of nonlinear equations;King’s family;order of convergence;multipoint iterative methods;nonlinear equations;Potra–Pták method;optimal methods;weight function;basin of attraction;engineering applications;Kung–Traub conjecture;multipoint iterations;nonlinear equation;optimal order;basins of attraction |
| ISBN: | 9781526145147 |
| Theme: | 教科書-醫學類 |
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