TL;DR
This paper discusses the fundamental properties of B-Spline curves, their computational aspects, and their application in reconstructing 3D surfaces from CT images, emphasizing their geometric advantages in computer graphics and design.
Contribution
It presents an overview of B-Spline properties, discusses their computational implementation, and demonstrates their application in medical image processing for 3D surface reconstruction.
Findings
B-Splines possess convex hull property and effects of repeated points.
They are effective in reconstructing 3D surfaces from CT images.
B-Splines have advantageous geometric properties for computer graphics.
Abstract
BSplines are one of the most promising curves in computer graphics. They are blessed with some superior geometric properties which make them an ideal candidate for several applications in computer aided design industry. In this article, some basic properties of B-Spline curves are presented. Two significant B-Spline properties viz convex hull property and repeated points effects are discussed. The BSplines computation in computational devices is also illustrated. An industry application based on image processing where B-Spline curve reconstructs the 3D surfaces for CT image datasets of inner organs further highlights the strength of these curves
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Taxonomy
TopicsAdvanced Numerical Analysis Techniques · Digital Image Processing Techniques · Image and Object Detection Techniques