We propose a robust 2D shape reconstruction and simplification algorithm which takes as
input a defect‐laden point set with noise and outliers. We introduce an optimal‐transport …

The problem of fitting B-spline curves to planar point clouds is studied in this paper. A novel
method is proposed to deal with the most challenging case where multiple intersecting …

Ring forgings are widely used in industrial fields. It is an important way that the key
dimensions of ring forgings are obtained by laser scanning to ensure the processing quality …

A new approach based on fuzzy logic and ant colony optimization is presented for the
reconstruction of curves from a set of unorganized points. Fuzzy clustering is used to reduce …

Fitting a parametric curve to unordered point cloud data is a frequently encountered problem
in areas, where raster data has to be vectorized, or advanced geometric descriptors of point …

Curve reconstruction from noisy point samples is central to surface reconstruction and
therefore to reverse engineering, medical imaging, etc. Although Piecewise Linear (PL) …

We present an automatic method for fitting multiple B-spline curves to unorganized planar
points. The method works on point clouds which have complicated topological structures …

This paper describes a framework to generate an unstructured Delaunay mesh of a two-
dimensional domain whose boundary is specified by a point cloud data (PCD). The …

ABSTRACT A novel method to approximate objects with spheres is proposed. The algorithm
finds the object's shape defined by the base curve of the input object. The surrounding …

Purpose–Curve fitting from unordered noisy point samples is needed for surface
reconstruction in many applications. In the literature, several approaches have been …