A Missing Data Reconstruction Method Using an Accelerated Least-Squares Approximation with Randomized SVD

Weighted Least Squares Estimation with Missing Data

Scattered data fitting using least squares with interpolation method

Scattered data fitting is a big issue in numerical analysis. In many applications, some of the data are contaminated by noise and some are not. It is not appropriate to interpolate the noisy data, and the traditional least squares method may lose accuracy at the points which are not contaminated. In this paper, we present least squares with interpolation method to solve this problem. The existe...

Least-squares parameter estimation for systems with irregularly missing data

This paper considers the problems of parameter identification and output estimation with possibly irregularly missing output data, using output error models. By means of an auxiliary model (or reference model) approach, we present a recursive least-squares algorithm to estimate the parameters of missing data systems, and establish convergence properties for the parameter and missing output esti...

Least squares surface approximation to scattered data using multiquadratic functions

Shape Recognition using the Least Squares Approximation

This paper represents a novel algorithm to represent and recognize two dimensional curve based on its convex hull and the Least-Squared modeling. It combines the advantages of the property of the convex hulls that are particularly suitable for affine matching as they are affine invariant and the geometric properties of a contour that make it more or less identifiable. The description scheme and...