نتایج جستجو برای: global convergence

تعداد نتایج: 551235  

Journal: :European Journal of Operational Research 2010
Rommel G. Regis

Rommel G. Regis Mathematics Department Saint Joseph’s University, Philadelphia, PA 19131, USA, [email protected] June 23, 2010 This paper presents some simple technical conditions that guarantee the convergence of a general class of adaptive stochastic global optimization algorithms. By imposing some conditions on the probability distributions that generate the iterates, these stochastic algorithm...

Journal: :bulletin of the iranian mathematical society 0
m. ahookhosh faculty of mathematics‎, ‎university of vienna‎, ‎oskar-morge-nstern-platz 1‎, ‎1090 vienna‎, ‎austria. k. amini department of‎ ‎mathematics‎, ‎razi university‎, ‎kermanshah‎, ‎iran. m. kimiaei department of‎ ‎mathematics‎, ‎asadabad branch‎, ‎islamic azad university‎, ‎asadabad‎, ‎iran. m. r. ‎peyghami k.n. toosi university of department of‎ ‎mathematics‎, ‎k‎. ‎n‎. ‎toosi university of technology‎, ‎p.o‎. ‎box 16315-1618‎, ‎tehran‎, ‎iran.

this study concerns with a trust-region-based method for solving unconstrained optimization problems. the approach takes the advantages of the compact limited memory bfgs updating formula together with an appropriate adaptive radius strategy. in our approach, the adaptive technique leads us to decrease the number of subproblems solving, while utilizing the structure of limited memory quasi-newt...

Journal: :J. Computational Applied Mathematics 2012
Kensuke Aishima Takayasu Matsuo Kazuo Murota Masaaki Sugihara

In 1989, Bai and Demmel proposed the multishift QR algorithm for eigenvalue problems. Although the global convergence property of the algorithm (i.e., the convergence from any initial matrix) still remains an open question for general nonsymmetric matrices, in 1992 Jiang focused on symmetric tridiagonal case and gave a global convergence proof for the generalized Rayleigh quotient shifts. In th...

A. Ghomashi, M. Abbasi

In this paper we present an improved neural network to solve strictly convex quadratic programming(QP) problem. The proposed model is derived based on a piecewise equation correspond to optimality condition of convex (QP) problem and has a lower structure complexity respect to the other existing neural network model for solving such problems. In theoretical aspect, stability and global converge...

In this paper, an efficient conjugate gradient method for unconstrained optimization is introduced. Parameters of the method are obtained by solving an optimization problem, and using a variant of the modified secant condition. The new conjugate gradient parameter benefits from function information as well as gradient information in each iteration. The proposed method has global convergence und...

1994
Günter Rudolph

| This paper oers suucient conditions to prove global convergence of non{elitist evolutionary algorithms. If these conditions can be applied they yield bounds of the convergence rate as a by{product. This is demonstrated by an example that can be calculated exactly. KeyWords| global convergence, non{elitist evolutionary algorithm , martingale theory

1994

| This paper ooers suucient conditions to prove global convergence of non{elitist evolutionary algorithms. If these conditions can be applied they yield bounds of the convergence rate as a by{product. This is demonstrated by an example that can be calculated exactly. KeyWords| global convergence, non{elitist evolutionary algorithm , martingale theory

In this paper‎, ‎two extended three-term conjugate gradient methods based on the Liu-Storey ({tt LS})‎ ‎conjugate gradient method are presented to solve unconstrained optimization problems‎. ‎A remarkable property of the proposed methods is that the search direction always satisfies‎ ‎the sufficient descent condition independent of line search method‎, ‎based on eigenvalue analysis‎. ‎The globa...

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