@article{Abdul Hadi_Ibrahim_Yahya_Md Ali_2013, title={A Comparative Study on Cubic Bezier and Beta-Spline Curves}, volume={29}, url={https://matematika.utm.my/index.php/matematika/article/view/578}, DOI={10.11113/matematika.v29.n.578}, abstractNote={ Most researchers today prefer to use Bezier curve in their works rather than Beta-spline curve. There are several reasons and one of them is that Bezier curve is faster to plot than Beta-spline. However Beta-spline also has several advantages and one of it is this curve is built on $G^2$ continuity condition. This property makes Beta-spline achieves the required smoothness faster than Bezier curve. In this paper, we introduce the method of Beta-spline control points evaluation and make comparison between Bezier and Beta-spline curves in terms of their continuity, and circle approximation. Keywords: Bezier; Beta-spline; Circle approximation; Control points evaluation 2010 Mathematics Subject Classification: 65D07 }, journal={MATEMATIKA: Malaysian Journal of Industrial and Applied Mathematics}, author={Abdul Hadi, Normi and Ibrahim, Arsmah and Yahya, Fatimah and Md Ali, Jamaludin}, year={2013}, month={Jun.}, pages={55–64} }