Using splines to model spatio-temporal data is one of the most common methods of data fitting used in a variety of computer vision applications. Despite its ubiquitous applications, particularly for volumetric image registration and interpolation, the existing estimation methods are still sensitive to the existence of noise and outliers. A method of robust data modelling using thin plate splines, based upon the well-known least K-th order statistical model fitting, is proposed and compared with the best available robust spline fitting techniques. Our experiments show that existing methods are not suitable for typical computer vision applications where outliers are structured (pseudo-outliers) while the proposed method performs well even whe...
Robust automatic selection techniques for the smoothing parameter of a smoothing spline are introduc...
This article is about S-estimation for penalized regression splines. Penalized regression splines ar...
Smoothing noisy data is commonly encountered in engineering domain, and currently robust penalized r...
.This paper introduces a nonparametric fitting method for the interpolation of aerodynamic observati...
Splines, which were invented by Schoenberg more than fifty years ago, constitute an elegant framewor...
Flexible data regression is an important tool for capturing complicated trends in data. One approach...
This paper concerns outlier robust non-parametric regression with smoothing splines for data that ar...
Surface fitting and smoothing splines techniques are widely used in practice to fit data arising fro...
Splines, which were invented by Schoenberg more than fifty years ago [1], constitute an elegant fram...
A commonly used method for fitting smooth functions to noisy data is the thin-plate spline method. T...
In this correspondence, we present a new approach to two-dimensional (2-D) robust spline image smoot...
When fitting models to data containing multiple structures, such as when fitting surface patches to ...
Thin plate splines have been used successfully to model curves and surfaces. A new application is in...
AbstractA family of formally simple non-tensor-product splines has already proven useful for estimat...
In order to avoid the ill-conditioning problem of thin plate spline (TPS), the orthogonal least squa...
Robust automatic selection techniques for the smoothing parameter of a smoothing spline are introduc...
This article is about S-estimation for penalized regression splines. Penalized regression splines ar...
Smoothing noisy data is commonly encountered in engineering domain, and currently robust penalized r...
.This paper introduces a nonparametric fitting method for the interpolation of aerodynamic observati...
Splines, which were invented by Schoenberg more than fifty years ago, constitute an elegant framewor...
Flexible data regression is an important tool for capturing complicated trends in data. One approach...
This paper concerns outlier robust non-parametric regression with smoothing splines for data that ar...
Surface fitting and smoothing splines techniques are widely used in practice to fit data arising fro...
Splines, which were invented by Schoenberg more than fifty years ago [1], constitute an elegant fram...
A commonly used method for fitting smooth functions to noisy data is the thin-plate spline method. T...
In this correspondence, we present a new approach to two-dimensional (2-D) robust spline image smoot...
When fitting models to data containing multiple structures, such as when fitting surface patches to ...
Thin plate splines have been used successfully to model curves and surfaces. A new application is in...
AbstractA family of formally simple non-tensor-product splines has already proven useful for estimat...
In order to avoid the ill-conditioning problem of thin plate spline (TPS), the orthogonal least squa...
Robust automatic selection techniques for the smoothing parameter of a smoothing spline are introduc...
This article is about S-estimation for penalized regression splines. Penalized regression splines ar...
Smoothing noisy data is commonly encountered in engineering domain, and currently robust penalized r...