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quasi-Newton optimization method

On iterative computation of fixed points and optimization

On iterative computation of fixed points and optimization

... Gauss-Newton method for convex composite optimization is presented using the concept of quasi-regularity in order to approximate fixed points in ...Gauss-Newton method under the ...

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Quasi-Newton Method: A New Direction

Quasi-Newton Method: A New Direction

... nential prior amounts to the assumption that the elements of the Hessian vary independently over the parameter space, on one unique set of length-scales Λ. Multiple length scales could be modeled using sums of kernels, ...

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A Quasi-Newton Approach to Nonsmooth Convex Optimization Problems in Machine Learning

A Quasi-Newton Approach to Nonsmooth Convex Optimization Problems in Machine Learning

... hinge loss. The main idea of their optimized cutting plane algorithm, OCAS, is to perform a line search along the line connecting two successive iterates of a bundle method solver. Recently they have extended OCAS ...

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A stochastic quasi Newton method for molecular simulations

A stochastic quasi Newton method for molecular simulations

... The development of general-purpose methods for large-scale molecular simulation is an important scientific goal. The area of application is large and diverse, but one may think of typical phase separation phenomena in ...

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A quasi-Newton optimal method for the global linearisation of the output feedback pole assignment

A quasi-Newton optimal method for the global linearisation of the output feedback pole assignment

... a quasi-Newton method modified accordingly to use the freedom that exists in order to achieve optimization goals while achieving pole ...numerical method was adjusted to maximize the ...

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7. A Modification of Quasi-Newton (DFP) Method for Solving Unconstrained Optimization Problems

7. A Modification of Quasi-Newton (DFP) Method for Solving Unconstrained Optimization Problems

... This section is devoted to test the implement of the new method. We compare the new update of DFP (New5) and standard . The comparative tests involve well known nonlinear problems (classical test function) with ...

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An extension of the quasi-Newton method for minimizing locally Lipschitz functions

An extension of the quasi-Newton method for minimizing locally Lipschitz functions

... a method to minimize locally Lipschitz ...the method is equipped with a quasi- Newton approach to update the local model and its globally convergence is ...nonsmooth optimization test ...

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Determining optimal policies for sugarcane harvesting in Thailand using bi objective and quasi Newton optimization methods

Determining optimal policies for sugarcane harvesting in Thailand using bi objective and quasi Newton optimization methods

... and quasi-Newton optimization ...bi-objective optimization method are as ...bi-objective optimization model was to maximize the revenue from sale of the generated electricity and ...

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Stochastic quasi-Newton molecular simulations

Stochastic quasi-Newton molecular simulations

... the method was designed to automatically apply dense sampling in nar- row basins with steep gradients containing minima and larger sampling steps in almost flat parts of the energy hypersurface where the gradients ...

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Prediction of Flow Duration Curves for Ungauged Basins with Quasi Newton Method

Prediction of Flow Duration Curves for Ungauged Basins with Quasi Newton Method

... BFGS method, named by its discoverers Broyden, Fletcher, Goldfarb, and ...BFGS method is derived from the Newton’s method in optimi- zation, a class of hill-climbing optimization techniques ...

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An efficient improvement of the Newton method for solving nonconvex optimization problems

An efficient improvement of the Newton method for solving nonconvex optimization problems

... multiple root of f (x) = 0. Then the problem of finding a multiple root is reduced to the problem of finding a simple root of the transformed equation µ(x), and thus any iterative method can be used to maintain its ...

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Matrix Transformations and Quasi Newton Methods

Matrix Transformations and Quasi Newton Methods

... section method and construct a natural sequence of finite sequences converging to a solution of an infinite linear ...on quasi-Newton methods, specially the symmetric rank-one method and apply ...

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On Application of a New Quasi-Newton Algorithm for Solving Optimal Control Problems

On Application of a New Quasi-Newton Algorithm for Solving Optimal Control Problems

... any quasi-Newton method is to eliminate computation of the Hessian in every iteration and the methods are based on Newton’s method to find the stationary point of a function, where the ...

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Newton-Stein Method: An Optimization Method for GLMs via Stein's Lemma

Newton-Stein Method: An Optimization Method for GLMs via Stein's Lemma

... of Newton-Stein method has a phase transition from quadratic rate to linear ...of Newton-Stein method are based on our theoretical ...that Newton-Stein method provides ...

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Optimization of Biochemical Systems Production Using Combination of Newton Method and Particle Swarm Optimization

Optimization of Biochemical Systems Production Using Combination of Newton Method and Particle Swarm Optimization

... improved method that combines the Newton method with Particle Swarm Optimization (PSO) algorithm to optimize the production of biochemical systems was discussed and presented in ...The ...

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Efficient solvers for time-dependent problems: a review of IMEX, LATIN, PARAEXP and PARAREAL algorithms for heat-type problems with potential use of approximate exponential integrators and reduced-order models

Efficient solvers for time-dependent problems: a review of IMEX, LATIN, PARAEXP and PARAREAL algorithms for heat-type problems with potential use of approximate exponential integrators and reduced-order models

... INcremental) method pioneered by Ladevèze [15] and since then broadly used in computational structural Mechanics and material science (see [16] for a recent reference) solves time-dependent problems (linear or ...

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Quasi-Newton Methods for the Acceleration of Multi-Physics Codes

Quasi-Newton Methods for the Acceleration of Multi-Physics Codes

... Quasi-Newton methods have received significant attention in recent years within the field of partitioned fluid-structure interactions (FSI). QN methods have been shown to be an efficient and robust coupling ...

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Trust Region Newton Method for Large-Scale Logistic Regression

Trust Region Newton Method for Large-Scale Logistic Regression

... in Newton methods. The optimization procedure then has two layers of iterations: at each outer iteration an inner conjugate gradient procedure finds the Newton ...“approximate” Newton ...

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PROTECT SENSITIVE KNOWLEDGE IN DATA MINING CLUSTERING ALGORITHM

PROTECT SENSITIVE KNOWLEDGE IN DATA MINING CLUSTERING ALGORITHM

... 3690 Increasing the number of layers in ANN does not give much effect on correct classification percentage for all ANN type they are in acceptable range, only the convergence speed decreases. The convergence speed have ...

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A Hybrid Genetic Algorithm Approach To Solve Inverse Kinematics Of A Mechanical Manipulator

A Hybrid Genetic Algorithm Approach To Solve Inverse Kinematics Of A Mechanical Manipulator

... This paper presents an algorithm which uses the Newton- Raphson method and genetic algorithm to solve inverse kinematics. Inverse kinematics is a non-linear continuous function which leads to multiple ...

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