Publication date
August 2008
DOIAbstract
Publication in the conference proceedings of EUSIPCO, Lausanne, Switzerland, 200
Publication in the conference proceedings of EUSIPCO, Lausanne, Switzerland, 200
This paper is concerned with Lagrange interpolation by total degree polynomials in moderate dimensio...
In areas such as kernel smoothing and non-parametric regression, there is emphasis on smooth interpo...
This work presents a new method of fast cubic and higher order image interpolation. The evaluation o...
A reproducing-kernel Hilbert space approach to image inter-polation is introduced. In particular, th...
We present a new technique for image interpolation based on polynomial transforms. This is an image ...
In the present paper we will use the inverse polynomial image method in order to construct optimal n...
Efficient and effective algorithms are designed to compute the coordinates of nearly optimal points ...
In this thesis, we introduce two new approaches to optimal image interpolation which are based on th...
We consider the problem of image interpolation from an adaptive optimal recovery point of view. Many...
AbstractEight different algorithms for polynomial interpolation are compared with respect to stabili...
AbstractOptimal interpolation designs are given for estimation of the value of a linear functional o...
International audienceFor 1D and 2D signals, the Shannon-Whittaker interpolation with periodic exten...
The drive for efficient methods of testing design ideas and prototypes, particularly in engineering,...
Optimal recovery is a tool that can be used with adaptively quadratic (AQua) image models to develop...
A new basis of interpolation points for the special case of the Newton two variable polynomial inter...
This paper is concerned with Lagrange interpolation by total degree polynomials in moderate dimensio...
In areas such as kernel smoothing and non-parametric regression, there is emphasis on smooth interpo...
This work presents a new method of fast cubic and higher order image interpolation. The evaluation o...
A reproducing-kernel Hilbert space approach to image inter-polation is introduced. In particular, th...
We present a new technique for image interpolation based on polynomial transforms. This is an image ...
In the present paper we will use the inverse polynomial image method in order to construct optimal n...
Efficient and effective algorithms are designed to compute the coordinates of nearly optimal points ...
In this thesis, we introduce two new approaches to optimal image interpolation which are based on th...
We consider the problem of image interpolation from an adaptive optimal recovery point of view. Many...
AbstractEight different algorithms for polynomial interpolation are compared with respect to stabili...
AbstractOptimal interpolation designs are given for estimation of the value of a linear functional o...
International audienceFor 1D and 2D signals, the Shannon-Whittaker interpolation with periodic exten...
The drive for efficient methods of testing design ideas and prototypes, particularly in engineering,...
Optimal recovery is a tool that can be used with adaptively quadratic (AQua) image models to develop...
A new basis of interpolation points for the special case of the Newton two variable polynomial inter...
This paper is concerned with Lagrange interpolation by total degree polynomials in moderate dimensio...
In areas such as kernel smoothing and non-parametric regression, there is emphasis on smooth interpo...
This work presents a new method of fast cubic and higher order image interpolation. The evaluation o...
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