In this paper we present a new, composite, method for the construction of shapepreserving surfaces approximating a set of spatial data, obtained by combining together: a scheme for detecting the shape of the data, a new class of tensor-product splines, and a suitable linear least-squares strategy. This method is mainly conceived for the reconstruction of objects in reverse engineering
This paper presents a novel modeling technique for reconstructing a triangular B-spline surface from...
This paper presents a method of shape chartification suitable for surface approximation. The innovat...
AbstractThis paper presents a fast algorithm for constructing a smooth three-dimensional surface ove...
In this paper we present a new, composite, method for the construction of shapepreserving surfaces ...
In this paper we present a new, composite, method for the construction of shape-preserving surfaces...
In this paper, we present a new method for the construction of parametric surfaces reproducing an ob...
This report deals with approximation of a given scattered univariate or bivariate data set that poss...
In this paper we present a new method for the construction of parametric surfaces reproducing an ob...
technical reportThe use of B-splines for the approximation of functions and data is well established...
This work considers the fitting of data points organized in a rectangular array to parametric spline...
In the context of direct/reverse engineering processes one of the main problem is the reconstruction...
We present a new method for the construction of shape-preserving curves approximating a given set o...
AbstractGiven a surface or scattered data points from a surface in 3-space, we show how to approxima...
In reverse engineering, vast amounts of point data captured by certain types of scanners significant...
Even with advanced geometric modeling systems, creating freeform surfaces is a challenging task. Las...
This paper presents a novel modeling technique for reconstructing a triangular B-spline surface from...
This paper presents a method of shape chartification suitable for surface approximation. The innovat...
AbstractThis paper presents a fast algorithm for constructing a smooth three-dimensional surface ove...
In this paper we present a new, composite, method for the construction of shapepreserving surfaces ...
In this paper we present a new, composite, method for the construction of shape-preserving surfaces...
In this paper, we present a new method for the construction of parametric surfaces reproducing an ob...
This report deals with approximation of a given scattered univariate or bivariate data set that poss...
In this paper we present a new method for the construction of parametric surfaces reproducing an ob...
technical reportThe use of B-splines for the approximation of functions and data is well established...
This work considers the fitting of data points organized in a rectangular array to parametric spline...
In the context of direct/reverse engineering processes one of the main problem is the reconstruction...
We present a new method for the construction of shape-preserving curves approximating a given set o...
AbstractGiven a surface or scattered data points from a surface in 3-space, we show how to approxima...
In reverse engineering, vast amounts of point data captured by certain types of scanners significant...
Even with advanced geometric modeling systems, creating freeform surfaces is a challenging task. Las...
This paper presents a novel modeling technique for reconstructing a triangular B-spline surface from...
This paper presents a method of shape chartification suitable for surface approximation. The innovat...
AbstractThis paper presents a fast algorithm for constructing a smooth three-dimensional surface ove...