Most approaches to least squares fitting of a B-spline surface to measurement data require a parametrization of the data point set and the choice of suitable knot vectors. We propose to use uniform knots in connection with a feature sensitive parametrization. This parametrization allocates more parameter space to highly curved feature regions and thus automatically provides more control points where they are needed. Key words: surface approximation, parametrization, feature sensitivity
Abstract: We present a method to reconstruct a surface from a group of points, each provided with tw...
This paper develops a novel surface fitting scheme for automatically reconstructing a genus-0 object...
This paper presents a new framework for approximating data with smooth splines. The classical spline...
Most approaches to least squares fitting of a B-spline surface to measurement data require a paramet...
Most approaches to least squares fitting of a B-spline surface to measurement data require a paramet...
Most approaches to least squares fitting of a B-spline surface to measurement data require a paramet...
Most approaches to least squares fitting of a B-spline surface to measurement data require a paramet...
technical reportThe use of B-splines for the approximation of functions and data is well established...
In linear least squares fitting of B-spline surfaces, the choice of knot vector is essentially impor...
Parametric spline surfaces represent an important surface type in the process of reverse engineering...
This work considers the fitting of data points organized in a rectangular array to parametric spline...
This work considers the fitting of data points organized in a rectangular array to parametric spline...
This work considers the fitting of data points organized in a rectangular array to parametric spline...
In this study, a method for parameterizing unorganized cylindrical point clouds is suggested. The pr...
This thesis is concerned with the design and implementation of a surface fitting package in an inter...
Abstract: We present a method to reconstruct a surface from a group of points, each provided with tw...
This paper develops a novel surface fitting scheme for automatically reconstructing a genus-0 object...
This paper presents a new framework for approximating data with smooth splines. The classical spline...
Most approaches to least squares fitting of a B-spline surface to measurement data require a paramet...
Most approaches to least squares fitting of a B-spline surface to measurement data require a paramet...
Most approaches to least squares fitting of a B-spline surface to measurement data require a paramet...
Most approaches to least squares fitting of a B-spline surface to measurement data require a paramet...
technical reportThe use of B-splines for the approximation of functions and data is well established...
In linear least squares fitting of B-spline surfaces, the choice of knot vector is essentially impor...
Parametric spline surfaces represent an important surface type in the process of reverse engineering...
This work considers the fitting of data points organized in a rectangular array to parametric spline...
This work considers the fitting of data points organized in a rectangular array to parametric spline...
This work considers the fitting of data points organized in a rectangular array to parametric spline...
In this study, a method for parameterizing unorganized cylindrical point clouds is suggested. The pr...
This thesis is concerned with the design and implementation of a surface fitting package in an inter...
Abstract: We present a method to reconstruct a surface from a group of points, each provided with tw...
This paper develops a novel surface fitting scheme for automatically reconstructing a genus-0 object...
This paper presents a new framework for approximating data with smooth splines. The classical spline...