Convergence of LSSGQ method for the periodic problem
THE CONVERGENCE OF BFGS METHOD UNDER STRONGLY CONVEX OPTIMIZATION PROBLEM
... The most well-known optimization technique for unconstrained problems is Newton method. It is effective and robust. The second derivative need to be calculated analytically and supplied to the algorithm by the ...
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On supra-convergence of the finite volume method for the linear advection problem
... volume method for solving linear convection problem on a bounded domain but also in finite difference scheme with non-uniform ...convergent method. In order to analyze the convergence rate, we ...
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Strong convergence of a self-adaptive method for the split feasibility problem
... feasibility problem. A new improved self-adaptive method is introduced for solving the split feasibility ...feasibility problem can be approached ...
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Using a finite horizon numerical optimisation method for a periodic optimal control problem
... 1.2. Remarks on Analytical Solution. This problem may be investigated analytically with the aid of, for example, the Maximum Principle. While we shall not attempt a full analytical solution here, it is instructive ...
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On the convergence rates for the superdiffusion of periodic Lorentz gas
... words: convergence rates, superdiffusion, periodic Lorentz gas, Stein’s ...of periodic Lorentz gas in any dimension and gave its descriptions, which is not the linear Boltzmann equation as Lorentz ...
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Strong convergence of gradient projection method for generalized equilibrium problem in a Banach space
... equilibrium problem, the set of solutions of a variational inequality problem, and the set of fixed points of a relatively nonexpansive mapping in a real Banach ...strong convergence of the sequences ...
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On convergence and stability conditions of homotopy perturbation method for an inverse heat conduction problem
... bation Method (HPM) for solving a one-dimensional nonlinear inverse heat conduction ...this problem the thermal conductivity term is a lin- ear function with respect to unknown heat temperature in bounded ...
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An Improved Algorithm for the Periodic Timetabling Problem
... The aim of this experiment is to compare the ModSim-method as a stand-alone approach with our iterative method. To this end, we allow both methods 8 hours of computation time for each instance, using the ...
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Differential Method for Periodic Structures
... the problem, based on a different treatment of the diffraction orders propagating upwards and downwards ...integral method, or by methods based on a transformation of the coordinate ...
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Mesh independent convergence of the modified inexact Newton method for a second order nonlinear problem
... iterative convergence for the discrete systems resulting from approximations to PDE’s are based in Hilbert space and give rise to reductions in the corresponding energy ...
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A generalized Newton method of high order convergence for solving the large scale linear complementarity problem
... Newton method (GNM) for solving the large- scale linear complementarity ...high-order convergence rate, at least convergence order m + , which has been verified from theoretical analysis section in ...
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Weak and strong convergence of hybrid subgradient method for pseudomonotone equilibrium problem and multivalued nonexpansive mappings
... subgradient method for finding a common element of the set of solutions of a class of pseudomonotone equilibrium problems and the set of fixed points of a finite family of multivalued nonexpansive mappings in Hilbert ...
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Homogenization of the transmission eigenvalue problem for periodic media and application to the inverse problem
... transmission problem associated with the scattering by an inhomogeneous (possibly anisotropic) highly oscillating peri- odic ...transmission problem converges to the solution of a homogenized problem ...
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The periodic vehicle routing problem: a case study.
... this method for several values of k, and then we solve (29)-(34) (which is a modification of (23)-(28)), which takes clusters into account when assigning customers to ...
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On the Approximation of Symmetric Periodic Solutions of the Sitnikov Problem
... obtain numerical results for all values of the eccentricity using only very elementary tool, the fourth-order Runge-Kutta method. This paper is divided into sections. Section 2 is the definition and theorems which ...
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First Order Convergence Analysis for Sparse Grid Method in Stochastic Two Stage Linear Optimization Problem
... grid method. In this paper, we prove the first order convergence rate of the sparse grid method for this important stochastic optimization model, utilizing convexity analysis and measure ...grid ...
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Expanded Barro Regression in Studying Convergence Problem
... the convergence level in provinces of Vietnam (sub-re- gions), based on income per capita which is examined through their data on GDP, population and manpower in the period ...Markov method allows the ...
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The split equilibrium problem and its convergence algorithms
... Strong convergence theorems for equilibrium problems and fixed point problems: a new iterative method, some comments and ...implicit method for finding common solutions of variational inequalities and ...
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Uniform Convergence of the Spectral Expansion for a Differential Operator with Periodic Matrix Coefficients
... The existence of the spectral singularities and the absence of the Parseval’s equality for the nonself-adjoint operator L t do not allow us to apply the elegant method of Gelfand see 8 for construction of the ...
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ILS Metaheuristic to solve the Periodic Vehicle Routing Problem
... One of the most used tools to solve routing problems is the heuristic proposed by Clarke & Wright [8]. Ballou & Agarwal [3] made a comparison between the Savings, Cluster and Sweeping Methods, under five types of ...
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