In [2] S.P. Han proposed a method for finding a least-squares solution for systems of linear inequalities. Additional information about the real world problem may take the form of additional inequalities. A common case is when the variables are restricted to lie in certain prescribed intervals. A method for this very important case is the subject of this paper
We describe a modified Newton type algorithm for the solution of linear inequality systems in the se...
Cataloged from PDF version of article.We describe a modified Newton type algorithm for the solution ...
AbstractWe present some perturbation results for least squares problems with equality constraints. R...
International audienceWith the help of elementary results and techniques from Real Analysis and Opti...
International audienceWith the help of elementary results and techniques from Real Analysis and Opti...
Linear least squares problems with box constraints are commonly solved to find model parameters with...
AbstractLinear least squares problems with box constraints are commonly solved to find model paramet...
AbstractLeast squares solution of linear inequalities appears in many disciplines such as linear sep...
AbstractIt is shown how a least squares problem subject to equality constraints can be replaced by a...
AbstractAn algorithm previously introduced by the author for finding a feasible point of a system of...
83 p.Thesis (Ph.D.)--University of Illinois at Urbana-Champaign, 1992.This research addresses algori...
AbstractWe derive an explicit determinantal formula for the least squares solution of an overdetermi...
. In 1980, Han [6] described a finitely terminating algorithm for solving a system Ax b of linear ...
Let X = (zii) be a fixed m X n matrix of reals and Y = (yi) be a fixed n-dimensional column vector. ...
AbstractWe present some new results on the perturbation analysis for least squares problems with equ...
We describe a modified Newton type algorithm for the solution of linear inequality systems in the se...
Cataloged from PDF version of article.We describe a modified Newton type algorithm for the solution ...
AbstractWe present some perturbation results for least squares problems with equality constraints. R...
International audienceWith the help of elementary results and techniques from Real Analysis and Opti...
International audienceWith the help of elementary results and techniques from Real Analysis and Opti...
Linear least squares problems with box constraints are commonly solved to find model parameters with...
AbstractLinear least squares problems with box constraints are commonly solved to find model paramet...
AbstractLeast squares solution of linear inequalities appears in many disciplines such as linear sep...
AbstractIt is shown how a least squares problem subject to equality constraints can be replaced by a...
AbstractAn algorithm previously introduced by the author for finding a feasible point of a system of...
83 p.Thesis (Ph.D.)--University of Illinois at Urbana-Champaign, 1992.This research addresses algori...
AbstractWe derive an explicit determinantal formula for the least squares solution of an overdetermi...
. In 1980, Han [6] described a finitely terminating algorithm for solving a system Ax b of linear ...
Let X = (zii) be a fixed m X n matrix of reals and Y = (yi) be a fixed n-dimensional column vector. ...
AbstractWe present some new results on the perturbation analysis for least squares problems with equ...
We describe a modified Newton type algorithm for the solution of linear inequality systems in the se...
Cataloged from PDF version of article.We describe a modified Newton type algorithm for the solution ...
AbstractWe present some perturbation results for least squares problems with equality constraints. R...