ABSTRACT. This paper introduces a new method to compute the approximating explicit B-spline curve to a given set of noisy data points.The proposed method computes all parameters of the B-spline fitting curve of a given order.This requires to solve a difficult continuous, multimodal, and multivariate nonlinear least-squares optimization problem. In our approach, this optimization problem is solved by applying the firefly algorithm, a powerful metaheuristic nature-inspired algorithm well suited for optimization. The method has been applied to three illustrative real-world engineering examples from different fields. Our experimental results show that the presented method performs very well, being able to fit the data points with a high degree ...
Curve modelling is an essential aspect in the field of geometric modelling. Conventional curve model...
In the context of coordinate metrology and reverse engineering, freeform curve reconstruction from u...
In the context of coordinate metrology and reverse engineering, freeform curve reconstruction from u...
This paper introduces a new method to compute the approximating explicit B-spline curve to a given s...
License, which permits unrestricted use, distribution, and reproduction in any medium, provided the ...
This paper presents a new framework for approximating data with smooth splines. The classical spline...
We propose a fast method for fitting planar B-spline curves to unorganized data points. In tradition...
B-spline functions are widely used in many industrial applications such as computer graphic represen...
Computing a curve to approximate data points is a problem encountered frequently in many application...
We present a novel algorithm based on least-squares minimization to approximate point cloud data in ...
B-spline functions are widely used in many industrial applications such as computer graphic represen...
Computing a curve to approximate data points is a problem encountered frequently in many applicatio...
B-spline functions are widely used in many industrial applications such as computer graphic represen...
We present a novel algorithm based on least-squares minimization to approximate point cloud data in ...
Curve modelling is an essential aspect in the field of geometric modelling. Conventional curve model...
Curve modelling is an essential aspect in the field of geometric modelling. Conventional curve model...
In the context of coordinate metrology and reverse engineering, freeform curve reconstruction from u...
In the context of coordinate metrology and reverse engineering, freeform curve reconstruction from u...
This paper introduces a new method to compute the approximating explicit B-spline curve to a given s...
License, which permits unrestricted use, distribution, and reproduction in any medium, provided the ...
This paper presents a new framework for approximating data with smooth splines. The classical spline...
We propose a fast method for fitting planar B-spline curves to unorganized data points. In tradition...
B-spline functions are widely used in many industrial applications such as computer graphic represen...
Computing a curve to approximate data points is a problem encountered frequently in many application...
We present a novel algorithm based on least-squares minimization to approximate point cloud data in ...
B-spline functions are widely used in many industrial applications such as computer graphic represen...
Computing a curve to approximate data points is a problem encountered frequently in many applicatio...
B-spline functions are widely used in many industrial applications such as computer graphic represen...
We present a novel algorithm based on least-squares minimization to approximate point cloud data in ...
Curve modelling is an essential aspect in the field of geometric modelling. Conventional curve model...
Curve modelling is an essential aspect in the field of geometric modelling. Conventional curve model...
In the context of coordinate metrology and reverse engineering, freeform curve reconstruction from u...
In the context of coordinate metrology and reverse engineering, freeform curve reconstruction from u...