In this paper, an unconstrained minimization algorithm is defined in which a nonmonotone line search technique is employed in association with a truncated Newton algorithm. Numerical results obtained for a set of standard test problems are reported which indicate that the proposed algorithm is highly effective in the solution of illconditioned as well as of large dimensional problems. © 1989 Plenum Publishing Corporation
We present a new algorithmic framework for solving unconstrained minimization problems that incorpor...
In this work we present the results of an extensive numerical experience obtained by different algor...
In this paper, an algorithm for constrained minimax problems is presented which is globally converge...
Abstract. In this paper, an unconstrained minimization algorithm is defined in which a nonmonotone l...
In this paper we define globally convergent algorithms for the solution of large dimensional unconst...
AbstractIn this paper, we propose a new nonmonotone line search technique for unconstrained optimiza...
We begin by developing a line search method for unconstrained optimization which can be regarded as ...
Newton's method plays a central role in the development of numerical techniques for optimizatio...
Newton's method plays a central role in the development of numerical techniques for optimization. In...
We propose a new truncated Newton method for large scale unconstrained optimization, where a Conjuga...
Abstract. We present a new algorithmic framework for solving unconstrained minimization problems tha...
In this paper a nonmonotone steplength selection rule for Newton’s method is proposed, which can be ...
AbstractThis paper concerns a nonmonotone line search technique and its application to the trust reg...
We propose a new truncated Newton method for large scale unconstrained optimization, where a Conjuga...
Finding the unconstrained minimizer of a function of more than one variable is an important problem ...
We present a new algorithmic framework for solving unconstrained minimization problems that incorpor...
In this work we present the results of an extensive numerical experience obtained by different algor...
In this paper, an algorithm for constrained minimax problems is presented which is globally converge...
Abstract. In this paper, an unconstrained minimization algorithm is defined in which a nonmonotone l...
In this paper we define globally convergent algorithms for the solution of large dimensional unconst...
AbstractIn this paper, we propose a new nonmonotone line search technique for unconstrained optimiza...
We begin by developing a line search method for unconstrained optimization which can be regarded as ...
Newton's method plays a central role in the development of numerical techniques for optimizatio...
Newton's method plays a central role in the development of numerical techniques for optimization. In...
We propose a new truncated Newton method for large scale unconstrained optimization, where a Conjuga...
Abstract. We present a new algorithmic framework for solving unconstrained minimization problems tha...
In this paper a nonmonotone steplength selection rule for Newton’s method is proposed, which can be ...
AbstractThis paper concerns a nonmonotone line search technique and its application to the trust reg...
We propose a new truncated Newton method for large scale unconstrained optimization, where a Conjuga...
Finding the unconstrained minimizer of a function of more than one variable is an important problem ...
We present a new algorithmic framework for solving unconstrained minimization problems that incorpor...
In this work we present the results of an extensive numerical experience obtained by different algor...
In this paper, an algorithm for constrained minimax problems is presented which is globally converge...