Abstract—A method to solve the convex problems of nondifferentiable optimization relying on the basic philosophy of the method of conjugate gradients and coinciding with it in the case of quadratic functions was presented. Its basic distinction from the earlier counterparts lies in the a priori fixed constraint on the memory size which is independent of the accuracy of the resulting solution. Numerical experiments suggest practically linear rate of convergence of this algorithm. DOI: 10.1134/S0005117914040055 1
This paper presents an analysis of the convergence properties of the Method of Conjugate Gradients. ...
A class of convexification and concavification methods are proposed for solving some classes of non-...
Abstract. This short note is on the derivation and convergence of a popular algorithm for minimizati...
AbstractA readily implementable algorithm is proposed for minimizing any convex, not necessarily dif...
© 2019, Springer Science+Business Media, LLC, part of Springer Nature. We suggest a conjugate subgra...
The equivalent formulation of a convex optimization problem is the computation of a value of a conju...
We propose in this paper an algorithm for solving linearly constrained nondifferentiable convex prog...
We propose in this paper an algorithm for solving linearly constrained nondierentiable convex progra...
En este trabajo se efectúa una revisión de la aplicación del método del gradiente conjugado (diseñad...
An algorithm is proposed that uses the conjugate gradient method to explore the face of the feasibl...
summary:A nongradient method of conjugate directions for minimization id described. The method has t...
We generalize the subgradient optimization method for nondifferentiable convex programming to utiliz...
International audienceWe investigate the method of conjugate gradients, exploiting inac-curate matri...
The conjugate gradient technique is a numerical solution strategy for finding minimization in mathem...
This thesis presents a unified treatment of the concept of conjugate directions and in particular of...
This paper presents an analysis of the convergence properties of the Method of Conjugate Gradients. ...
A class of convexification and concavification methods are proposed for solving some classes of non-...
Abstract. This short note is on the derivation and convergence of a popular algorithm for minimizati...
AbstractA readily implementable algorithm is proposed for minimizing any convex, not necessarily dif...
© 2019, Springer Science+Business Media, LLC, part of Springer Nature. We suggest a conjugate subgra...
The equivalent formulation of a convex optimization problem is the computation of a value of a conju...
We propose in this paper an algorithm for solving linearly constrained nondifferentiable convex prog...
We propose in this paper an algorithm for solving linearly constrained nondierentiable convex progra...
En este trabajo se efectúa una revisión de la aplicación del método del gradiente conjugado (diseñad...
An algorithm is proposed that uses the conjugate gradient method to explore the face of the feasibl...
summary:A nongradient method of conjugate directions for minimization id described. The method has t...
We generalize the subgradient optimization method for nondifferentiable convex programming to utiliz...
International audienceWe investigate the method of conjugate gradients, exploiting inac-curate matri...
The conjugate gradient technique is a numerical solution strategy for finding minimization in mathem...
This thesis presents a unified treatment of the concept of conjugate directions and in particular of...
This paper presents an analysis of the convergence properties of the Method of Conjugate Gradients. ...
A class of convexification and concavification methods are proposed for solving some classes of non-...
Abstract. This short note is on the derivation and convergence of a popular algorithm for minimizati...