نتایج جستجو برای: steepest descent method

تعداد نتایج: 1645898  

2011
Qing-Hua Zhao Liang Li Hua Li Kunpeng Zhang Huakui Wang

This article studies the classical MDS and dwMDS location algorithm.On this basis, steepest descent algorithm is introduced to replace SMACOF algorithm as optimization objective function. The results show that the steepest descent method as the optimization objective function is simple and easy to implement. Compared with the dwMDS method based on SMACOF algorithm, the distributed MDS positioni...

Journal: :Transactions of the Institute of Systems, Control and Information Engineers 1999

Journal: :Electronic Journal of Probability 2005

Journal: :Journal of Approximation Theory 1978

Journal: :International Journal of Computer and Electrical Engineering 2009

Journal: :SIAM Journal on Optimization 2010
Coralia Cartis Nicholas I. M. Gould Philippe L. Toint

It is shown that the steepest descent and Newton’s method for unconstrained nonconvex optimization under standard assumptions may be both require a number of iterations and function evaluations arbitrarily close to O(ǫ) to drive the norm of the gradient below ǫ. This shows that the upper bound of O(ǫ) evaluations known for the steepest descent is tight, and that Newton’s method may be as slow a...

1994
A. Tenhagen

| In classic backpropagation nets, as introduced by Rumelhart et al. 1], the weights are modiied according to the method of steepest descent. The goal of this weight modiication is to minimise the error in net-outputs for a given training set. Basing upon Jacobs' work 2], we point out drawbacks of steepest descent and suggest improvements on it. These yield a backpropagation net, which adjusts ...

Journal: :Applied Mathematics and Computation 2007
M. Anjidani Sohrab Effati

In this paper we use steepest descent method for solving zero-one nonlinear programming problem. Using penalty function we transform this problem to an unconstrained optimization problem and then by steepest descent method we obtain the original problem optimal solution. 2007 Elsevier Inc. All rights reserved.

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