The term "homogeneous least-squares" refers tomodel of the form Ya 0, where Y is some data matrix, and a is an unknown parameter vector to be estimated. SuchproblGk are encountered, e.g., whenmodelHL auto-regressive (AR) processes. Naturals. in order toappl a lGGNqTkHH#Lq (LS)solqxUx to suchmodelk the parameter vector a has to be somehow constrained in order to avoid thetrivial solial a = 0.UsualNq theprobl= at hand lndq to a "natural constraint on a. However, itwil be shown that the use of somecommonl applnl constraints, such as a quadratic constraint, can lnq to inconsistent estimates of a
We consider two types of problems in maximum likelihood estimation of parameters of linear functions...
Many least-square problems involve affine equality and inequality constraints. Although there are a ...
In this paper new light is shed on restricted least-square thanks to a recent result on partitioned ...
In contrast to general optimization problems or optimal control problems it is not sufficient to cal...
AbstractAn extension or modification of the output of least-squares computer subroutines is proposed...
Let X = (zii) be a fixed m X n matrix of reals and Y = (yi) be a fixed n-dimensional column vector. ...
Abstract. We review Hildreth's algorithm for computing the least squares regression subject to ...
summary:We derive expressions for the asymptotic approximation of the bias of the least squares esti...
An attractive alternative to least-squares data determined by using the median rather than the model...
AbstractThe problem of comparing the ordinary least-squares estimator β̂ and the restricted least-sq...
AbstractIt is shown here how – similarly to the unconstrained case – the Constrained Total Least Squ...
The least-squares estimation problem with non-minimum-norm constraints on the unknown model paramete...
AbstractThe generalized stochastic linear model with a set of independent linear inequality constrai...
In this thesis a method for the partially norm constrained least squares problem is presented. The m...
Recently, it has been claimed that the Homogeneous Errors-In-Variables (HEIV) Model, where the lefth...
We consider two types of problems in maximum likelihood estimation of parameters of linear functions...
Many least-square problems involve affine equality and inequality constraints. Although there are a ...
In this paper new light is shed on restricted least-square thanks to a recent result on partitioned ...
In contrast to general optimization problems or optimal control problems it is not sufficient to cal...
AbstractAn extension or modification of the output of least-squares computer subroutines is proposed...
Let X = (zii) be a fixed m X n matrix of reals and Y = (yi) be a fixed n-dimensional column vector. ...
Abstract. We review Hildreth's algorithm for computing the least squares regression subject to ...
summary:We derive expressions for the asymptotic approximation of the bias of the least squares esti...
An attractive alternative to least-squares data determined by using the median rather than the model...
AbstractThe problem of comparing the ordinary least-squares estimator β̂ and the restricted least-sq...
AbstractIt is shown here how – similarly to the unconstrained case – the Constrained Total Least Squ...
The least-squares estimation problem with non-minimum-norm constraints on the unknown model paramete...
AbstractThe generalized stochastic linear model with a set of independent linear inequality constrai...
In this thesis a method for the partially norm constrained least squares problem is presented. The m...
Recently, it has been claimed that the Homogeneous Errors-In-Variables (HEIV) Model, where the lefth...
We consider two types of problems in maximum likelihood estimation of parameters of linear functions...
Many least-square problems involve affine equality and inequality constraints. Although there are a ...
In this paper new light is shed on restricted least-square thanks to a recent result on partitioned ...