Watson, G. Alistair - Department of Mathematics, University of Dundee

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Watson, G. Alistair - Department of Mathematics, University of Dundee

On The Linear Statistical Relationship Department of Mathematics
On a Class of Methods for Fitting a Curve or Surface to Data by Minimizing the Sum of
SOME ROBUST METHODS FOR FITTING PARAMETRICALLY DEFINED CURVES OR SURFACES TO
On nonlinear coapproximation in Banach Department of Applied Mathematics
DECOMPOSITION AND DESCENT DIRECTIONS FOR NORMS G. A. Watson
On the Gauss-Newton method for l 1 orthogonal distance regression
Least squares tting of parametric surfaces to measured data
Some problems in orthogonal distance and non-orthogonal distance regression
Fitting circular arcs by orthogonal distance A. Atieg and G.A. Watson
norms in tting curves and surfaces A. Atieg and G. A. Watson
Incomplete Orthogonal Distance Regression A. Atieg and G.A. Watson
Incorporating angular information into parametric models
Approximation in Normed Linear Spaces G A Watson,
On nonlinear simultaneous Chebyshev approximation problems
DATA FITTING PROBLEMS WITH BOUNDED UNCERTAINTIES IN THE DATA
Algorithms for Computing the Distance to Instability
Robust solutions to a general class of approximation problems
Implicit Surface Fitting using Directional Constraints
The use of the l 1 and l 1 norms in tting parametric curves and surfaces to data
The limit of best generalized peak norm approximations
Fitting parametric curves and surfaces by l 1 distance regression
An algorithm for matching point sets using the I. Al-Subaihi and G. A. Watson,
Fitting enclosing cylinders to data in Rn G. A. Watson,
Robust counterparts of errors-in-variables G. A. Watson,
The history and development of numerical analysis in Scotland: a personal perspective
This article was published in an Elsevier journal. The attached copy is furnished to the author for non-commercial research and
Algebraic fitting of quadric surfaces to data I. Al-Subaihi and G. A. Watson,
A History of the Dundee Numerical Analysis Conferences
Computing Helmert transformations G. A. Watson,
Robust solutions to linear data fitting problems Mathematics Division, University of Dundee, Dundee DD1 4HN, Scotland