Şeyda Kılıçoğlu, Süleyman Şenyurt
Abstract
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In this study we have examined, the cubic Bezier curve based on the control points with matrix form in 3 E .Frenet vector fields and also curvatures of the cubic Bezier curve are examined in matrix form in 3 E .Also a simple way has been given to find the control points of any cubic Bezier curve.
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In this study we have examined, the cubic Bezier curve based on the control points with matrix form in 3 E .Frenet vector fields and also curvatures of the cubic Bezier curve are examined in matrix form in 3 E .Also a simple way has been given to find the control points of any cubic Bezier curve.
Key concepts: Bézier curve, Mathematics, Cubic form, Frenet–Serret formulas, Matrix (chemical analysis), Simple (philosophy), Mathematical analysis, Cubic function