TY - EJOU
AU - Eze, Monday
AU - Okunbor, Charles
AU - Aleburu, Deborah
AU - Adekola, Olubukola
AU - Ramon, Ibrahim
AU - Richard-Nnabu, Nneka
AU - Avwokuruaye, Oghenetega
AU - Olayiwola, Abisola
AU - Yoro, Rume
AU - Solomon, Esomu
TI - Graphics Evolutionary Computations in Higher Order Parametric Bezier Curves
T2 - Computer Systems Science and Engineering
PY - 2022
VL - 41
IS - 2
SN -
AB - This work demonstrates in practical terms the evolutionary concepts and computational applications of Parametric Curves. Specific cases were drawn from higher order parametric Bezier curves of degrees 2 and above. Bezier curves find real life applications in diverse areas of Engineering and Computer Science, such as computer graphics, robotics, animations, virtual reality, among others. Some of the evolutionary issues explored in this work are in the areas of parametric equations derivations, proof of related theorems, first and second order calculus related computations, among others. A Practical case is demonstrated using a graphical design, physical hand sketching, and programmatic implementation of two opposite-faced handless cups, all evolved using quadratic Bezier curves. The actual drawing was realized using web graphics canvas programming based on HTML 5 and JavaScript. This work will no doubt find relevance in computational researches in the areas of graphics, web programming, automated theorem proofs, robotic motions, among others.
KW - Parametric curve; computer graphics; bezier curve; blending function; robotics
DO - 10.32604/csse.2022.020835