We discuss the question of which features and/or properties make a method for solving a given problem belong to the "Newtonian class." Is it the strategy of linearization (or perhaps, second-order approximation) of the problem data (maybe only part of the problem data)? Or is it fast ...
The Gauss–Newton method forℓ1 orthogonal distance regression is studied in [38]. [6] use theℓ1 andℓ for ,tting parametric curves and surfaces. The case of gen-eralℓp norms is described in[8]. In a recent manuscript
Newton-type methodSemilocal convergenceConvergence ballBanach spaces65H10The paper is concerned with the convergence problem of third-order Newton-type methods for finding zeros of nonlinear operationsin Banach spaces. Under the hypothesis that the derivative of f satisfies the weak Lipschitz condition ...
Method of image enlargement based on curves of rational quadratic spline一种基于有理二次样条曲线的图像放大方法 In this paper, a new method which based on the curves of rational quadratic splines was presented to enlarge images, When an image was processed by using t... YANG Lizhi,GU Yaolin...
1. A Newton-type method for constrained least-squares data-fitting with easy-to-control rational curves [J] . Casciola G, Romani L Journal of Computational and Applied Mathematics . 2009,第2期 机译:具有易于控制的有理曲线的约束最小二乘数据拟合的牛顿型方法 2. Application of the correlati...
Newton-type Douglas-Rachford splitting method and ADMM for structured nonconvex optimization - kul-optec/drn
FedDANE: A Federated Newton-Type Method Asilomar Conference on Signals, Systems, and Computers 2019 (Invited Paper) FedDANE is an optimization method that we adapt from DANE, a method for classical distributed optimization, to handle the practical constraints of federated learning. We provide converg...
Newton-type method; Nonlinear equations; Order of convergence; Iterative method; Efficiency index References [1] J.F. Traub. Iterative Methods for Solution of Equations. Prentice-Hall, Englewood Clis, NJ(1964). [2] A.N. Muhammad, I.N. Khalida Modified iterative methods with cubic conve...
Since the Newton-type algorithm we are going to describe is an iterative method that updates the weight vector wi at each step s, until the optimal one wi,∗ is determined, we will denote the solution correspondent to the sth step by wi,s. Afterwards we use the explicit expressions of ...
Van Der Wal, J. (1978), "Discounted Makrov games: generalized policy iteration method", J. Optimiz. Th. Appis., 25, 125–138. ArticleGoogle Scholar Download references Author information Authors and Affiliations Department of Mathematics, Colorado School of Mines, 80401, Golden, Colorado ...