AbstractThis paper proves approximation order properties of various nonlinear subdivision schemes. Building on some recent results on the stability of nonlinear multiscale transformations, we are able to give very short and concise proofs. In particular we point out an interesting connection between stability properties and approximation order for nonlinear subdivision schemes
AbstractWe establish results on convergence and smoothness of subdivision rules operating on manifol...
AbstractWe analyze the convergence and smoothness of certain class of nonlinear subdivision schemes....
AbstractThis paper is devoted to the analysis of a general family of nonlinear cell-average multires...
AbstractThis paper proves approximation order properties of various nonlinear subdivision schemes. B...
The stability of stationary interpolatory subdivision schemes for univariate data is investigated. I...
AbstractLinear interpolatory subdivision schemes of Cr smoothness have approximation order at least ...
In this paper we propose and analyze a nonlinear subdivision scheme based on the monotononicity-pres...
Abstract. Linear interpolatory subdivision schemes of Cr smoothness have approximation order at leas...
International audienceThis paper presents a new nonlinear dyadic subdivision scheme eliminating the ...
International audienceWe study in this paper nonlinear subdivision schemes in a multivariate setting...
This paper has been written as part of the course ”Guided Research Mathematics II ” at International...
AbstractIn this paper, we study the ability of convergent subdivision schemes to reproduce polynomia...
Abstract. Nonlinear subdivision schemes arise from, among other applications, non-linear multiscale ...
Several properties of stationary subdivision schemes are nowadays well understood. In particular, it...
This paper is devoted to the presentation and the analysis of a new nonlinear subdivision scheme eli...
AbstractWe establish results on convergence and smoothness of subdivision rules operating on manifol...
AbstractWe analyze the convergence and smoothness of certain class of nonlinear subdivision schemes....
AbstractThis paper is devoted to the analysis of a general family of nonlinear cell-average multires...
AbstractThis paper proves approximation order properties of various nonlinear subdivision schemes. B...
The stability of stationary interpolatory subdivision schemes for univariate data is investigated. I...
AbstractLinear interpolatory subdivision schemes of Cr smoothness have approximation order at least ...
In this paper we propose and analyze a nonlinear subdivision scheme based on the monotononicity-pres...
Abstract. Linear interpolatory subdivision schemes of Cr smoothness have approximation order at leas...
International audienceThis paper presents a new nonlinear dyadic subdivision scheme eliminating the ...
International audienceWe study in this paper nonlinear subdivision schemes in a multivariate setting...
This paper has been written as part of the course ”Guided Research Mathematics II ” at International...
AbstractIn this paper, we study the ability of convergent subdivision schemes to reproduce polynomia...
Abstract. Nonlinear subdivision schemes arise from, among other applications, non-linear multiscale ...
Several properties of stationary subdivision schemes are nowadays well understood. In particular, it...
This paper is devoted to the presentation and the analysis of a new nonlinear subdivision scheme eli...
AbstractWe establish results on convergence and smoothness of subdivision rules operating on manifol...
AbstractWe analyze the convergence and smoothness of certain class of nonlinear subdivision schemes....
AbstractThis paper is devoted to the analysis of a general family of nonlinear cell-average multires...