Department of Mathematics, Faculty of Sciences, Laboratory of Fundamental and Numerical Mathematics, Ferhat Abbas University, Setif, 19000, Algeria
I. Touil, W. Chikouche, Dj. Benterki
In this paper: We introduce a primal-dual interior-point approach to address convex quadratic programming dilemmas, utilizing a novel class of efficient parametric kernel functions. Using basic analytical tools, we...
Bennani Ahlem, Dj. Benterki
In this paper: We present two different techniques for solving a quadratic fractional program. The first one uses Taylor’s development which makes it possible to transform the quadratic fractional programming proble...
Billel Zaoui, Dj. Benterki, Samia Khelladi
In this paper: We introduce a new interior-point method for solving convex quadratic programming under full-Newton step. The method involves an equivalent algebraic transformation applied to the system defining the...
Linda Menniche, Dj. Benterki, Bachir Merikhi
In this paper: A logarithmic penalty method for linear optimization problem with a new approximate function is analyzed. The function addressed makes it possible to offer a displacement-step without major difficulti...
Samia Khelladi, Dj. Benterki
In this paper: We present an efficient one-parameter family of conjugate gradient methods for unconstrained optimization problems. These methods are defined using a combination of the Polak-Ribiere-Polyak method and...
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