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
In this paper we describe methods for computing smoothing and near-interpolatory (variational) subdi...
This Master's thesis is about constructing curves or surfaces by interpolating points with a given n...
In this paper we present a high-fidelity surface approximation technique that aims at a faithful rec...
International audienceWe study the problem of constructing a smooth approximant from a finite set of...
AbstractWe study the problem of constructing a smooth approximant from a finite set of patches given...
A new smoothing method is proposed which can be viewed as a finite element thin plate spline. This a...
AbstractIn this paper we present a numerical approximation of curves and surfaces from a given scatt...
This work is concerned with how we can mix conditions of both interpolation and approximation in ord...
AbstractWe present a spline approximation method for a piece of a surface where jump discontinuities...
In this paper we are interested in the approximation of continuous surface texture profiles defined ...
AbstractWe consider the problem of a piecewise-polynomial (spline) approximation of algebraic surfac...
AbstractSpline smoothing is a very good technique to fit a surface to a noisy scattered data set. Su...
The main problems of numerical analysis involve performing analytical operations, such as integratio...
In this report we describe a new method for generating a smooth surface that approximates a given ma...
This paper describes a contrained fairing method for implicit surfaces defined on a voxelization. Th...
In this paper we describe methods for computing smoothing and near-interpolatory (variational) subdi...
This Master's thesis is about constructing curves or surfaces by interpolating points with a given n...
In this paper we present a high-fidelity surface approximation technique that aims at a faithful rec...
International audienceWe study the problem of constructing a smooth approximant from a finite set of...
AbstractWe study the problem of constructing a smooth approximant from a finite set of patches given...
A new smoothing method is proposed which can be viewed as a finite element thin plate spline. This a...
AbstractIn this paper we present a numerical approximation of curves and surfaces from a given scatt...
This work is concerned with how we can mix conditions of both interpolation and approximation in ord...
AbstractWe present a spline approximation method for a piece of a surface where jump discontinuities...
In this paper we are interested in the approximation of continuous surface texture profiles defined ...
AbstractWe consider the problem of a piecewise-polynomial (spline) approximation of algebraic surfac...
AbstractSpline smoothing is a very good technique to fit a surface to a noisy scattered data set. Su...
The main problems of numerical analysis involve performing analytical operations, such as integratio...
In this report we describe a new method for generating a smooth surface that approximates a given ma...
This paper describes a contrained fairing method for implicit surfaces defined on a voxelization. Th...
In this paper we describe methods for computing smoothing and near-interpolatory (variational) subdi...
This Master's thesis is about constructing curves or surfaces by interpolating points with a given n...
In this paper we present a high-fidelity surface approximation technique that aims at a faithful rec...
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