AbstractAn algorithm previously introduced by the author for finding a feasible point of a system of linear inequalities is further investigated. For inconsistent systems, it is shown to generate a sequence converging at a linear rate to the set of least-squares solutions. The algorithm is a projection-type method, and is a manifestation of the proximal-point algorithm
This thesis presents a probabilistic algorithm for the solution of system of homogeneous linear ineq...
The transportation problem, as a particular case of a linear programme, has probably the highest rel...
The aim of this paper is to extend the applicability of the incomplete oblique projections method (I...
AbstractAn algorithm previously introduced by the author for finding a feasible point of a system of...
AbstractAn algorithm is described for finding a feasible point for a system of linear inequalities. ...
AbstractAn algorithm for computing solutions of overdetermined systems of linear equations in n real...
We consider overdetermined nonlinear systems of equations F(x)=0, where F: ℝ n → ℝ m, m≥n. For this ...
Two new algorithms for solving the overdetermined system of linear inequalities Ca > 0 are presented...
AbstractThe solution of linear systems of equations using various projection algorithms is considere...
International audienceThe effectiveness of projection methods for solving systems of linear inequali...
This paper presents an algorithm for finding feasible solutions of linear matrix inequalities. The a...
The paper describes a numerically stable algorithm to solve constrained linear least-squares problem...
International audienceMany iterative methods for solving optimization or feasibility problems have b...
Abstract. We present a Projection onto Convex Sets (POCS) type algorithm for solving systems of line...
WOS:000779988400002Saddle point linear systems arise in many applications in computational sciences ...
This thesis presents a probabilistic algorithm for the solution of system of homogeneous linear ineq...
The transportation problem, as a particular case of a linear programme, has probably the highest rel...
The aim of this paper is to extend the applicability of the incomplete oblique projections method (I...
AbstractAn algorithm previously introduced by the author for finding a feasible point of a system of...
AbstractAn algorithm is described for finding a feasible point for a system of linear inequalities. ...
AbstractAn algorithm for computing solutions of overdetermined systems of linear equations in n real...
We consider overdetermined nonlinear systems of equations F(x)=0, where F: ℝ n → ℝ m, m≥n. For this ...
Two new algorithms for solving the overdetermined system of linear inequalities Ca > 0 are presented...
AbstractThe solution of linear systems of equations using various projection algorithms is considere...
International audienceThe effectiveness of projection methods for solving systems of linear inequali...
This paper presents an algorithm for finding feasible solutions of linear matrix inequalities. The a...
The paper describes a numerically stable algorithm to solve constrained linear least-squares problem...
International audienceMany iterative methods for solving optimization or feasibility problems have b...
Abstract. We present a Projection onto Convex Sets (POCS) type algorithm for solving systems of line...
WOS:000779988400002Saddle point linear systems arise in many applications in computational sciences ...
This thesis presents a probabilistic algorithm for the solution of system of homogeneous linear ineq...
The transportation problem, as a particular case of a linear programme, has probably the highest rel...
The aim of this paper is to extend the applicability of the incomplete oblique projections method (I...
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