In this paper, we present an original non-linear subdivision scheme suitable for univariate data, plane curves and discrete triangulated surfaces, while keeping the complexity acceptable. The proposed technique is compared to linear subdivision methods having an identical support. Numerical criteria are proposed to verify basic properties, such as convergence of the scheme and the regularity of the limit function
AbstractThis article is concerned with a class of shape preserving four-point subdivision schemes wh...
In this paper, an interpolatory subdivision algorithm for surfaces over ar-bitrary triangulations is...
AbstractNon-uniform multivariate subdivision schemes are constructed, which generate limit functions...
This paper proposes to generalize linear subdivision schemes to nonlinear subdivision schemes for cu...
Subdivision is a basic tool to describe smooth curves and surfaces in computer aided geometric desig...
Surfaces play an important role in three-dimensional computer aided geometric design (CAGD). Flat fa...
In this paper we exploit a class of univariate, C1 interpolating four-point subdivision schemes feat...
In this paper we exploit a class of univariate, C1 interpolating four-point subdivision schemes feat...
none3noIn this paper we exploit a class of univariate, C1 interpolating four-point subdivision schem...
Subdivision is the process of generating smooth curves or surfaces from a finite set of initial cont...
Subdivision schemes are efficient tools for generating smooth curves and surfaces as limit of an ite...
In this paper, we present wide-ranging families of subdivision schemes for fitting data to subdivisi...
In this paper, we present wide-ranging families of subdivision schemes for fitting data to subdivisi...
Subdivision schemes are efficient tools for generating smooth curves and surfaces as limit of an ite...
Subdivision schemes are efficient tools for generating smooth curves and surfaces as limit of an ite...
AbstractThis article is concerned with a class of shape preserving four-point subdivision schemes wh...
In this paper, an interpolatory subdivision algorithm for surfaces over ar-bitrary triangulations is...
AbstractNon-uniform multivariate subdivision schemes are constructed, which generate limit functions...
This paper proposes to generalize linear subdivision schemes to nonlinear subdivision schemes for cu...
Subdivision is a basic tool to describe smooth curves and surfaces in computer aided geometric desig...
Surfaces play an important role in three-dimensional computer aided geometric design (CAGD). Flat fa...
In this paper we exploit a class of univariate, C1 interpolating four-point subdivision schemes feat...
In this paper we exploit a class of univariate, C1 interpolating four-point subdivision schemes feat...
none3noIn this paper we exploit a class of univariate, C1 interpolating four-point subdivision schem...
Subdivision is the process of generating smooth curves or surfaces from a finite set of initial cont...
Subdivision schemes are efficient tools for generating smooth curves and surfaces as limit of an ite...
In this paper, we present wide-ranging families of subdivision schemes for fitting data to subdivisi...
In this paper, we present wide-ranging families of subdivision schemes for fitting data to subdivisi...
Subdivision schemes are efficient tools for generating smooth curves and surfaces as limit of an ite...
Subdivision schemes are efficient tools for generating smooth curves and surfaces as limit of an ite...
AbstractThis article is concerned with a class of shape preserving four-point subdivision schemes wh...
In this paper, an interpolatory subdivision algorithm for surfaces over ar-bitrary triangulations is...
AbstractNon-uniform multivariate subdivision schemes are constructed, which generate limit functions...