AbstractWe study the problem of constructing a smooth approximant from a finite set of patches given on a surface defined by an equation x3 = f(x1, x2). As an approximant of f, a discrete smoothing spline belonging to a suitable piecewise polynomial space is proposed. Error results and numerical results are given
This thesis considers issues in surface reconstruction such as identifying approximation methods tha...
In this paper we present a high-fidelity surface approximation technique that aims at a faithful rec...
AbstractWe present in this paper a discrete problem of constructing some parametric surfaces with pa...
AbstractWe study the problem of constructing a smooth approximant from a finite set of patches given...
International audienceWe study the problem of constructing a smooth approximant from a finite set of...
AbstractIn this paper we present a numerical approximation of curves and surfaces from a given scatt...
AbstractIn this paper we present an approximation problem of parametric curves and surfaces from a L...
AbstractWe consider the problem of a piecewise-polynomial (spline) approximation of algebraic surfac...
AbstractWe present a spline approximation method for a piece of a surface where jump discontinuities...
AbstractWe present in this paper an approximation method of curves from sets of Lagrangian data and ...
Dans ce travail nous nous intéressons au problème d approximation ou d interpolation des données sur...
AbstractThis paper deals with the problem of constructing some free-form curves and surfaces from gi...
A new smoothing method is proposed which can be viewed as a finite element thin plate spline. This a...
AbstractSpline smoothing is a very good technique to fit a surface to a noisy scattered data set. Su...
In this paper we present an approximation method of surfaces by a new type of splines, which we call...
This thesis considers issues in surface reconstruction such as identifying approximation methods tha...
In this paper we present a high-fidelity surface approximation technique that aims at a faithful rec...
AbstractWe present in this paper a discrete problem of constructing some parametric surfaces with pa...
AbstractWe study the problem of constructing a smooth approximant from a finite set of patches given...
International audienceWe study the problem of constructing a smooth approximant from a finite set of...
AbstractIn this paper we present a numerical approximation of curves and surfaces from a given scatt...
AbstractIn this paper we present an approximation problem of parametric curves and surfaces from a L...
AbstractWe consider the problem of a piecewise-polynomial (spline) approximation of algebraic surfac...
AbstractWe present a spline approximation method for a piece of a surface where jump discontinuities...
AbstractWe present in this paper an approximation method of curves from sets of Lagrangian data and ...
Dans ce travail nous nous intéressons au problème d approximation ou d interpolation des données sur...
AbstractThis paper deals with the problem of constructing some free-form curves and surfaces from gi...
A new smoothing method is proposed which can be viewed as a finite element thin plate spline. This a...
AbstractSpline smoothing is a very good technique to fit a surface to a noisy scattered data set. Su...
In this paper we present an approximation method of surfaces by a new type of splines, which we call...
This thesis considers issues in surface reconstruction such as identifying approximation methods tha...
In this paper we present a high-fidelity surface approximation technique that aims at a faithful rec...
AbstractWe present in this paper a discrete problem of constructing some parametric surfaces with pa...
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