Last updated on May 15, 2026 by Editorial Team
Author(s): greg oliver
Originally published on Towards AI.
Architectural cubic N{C/A} ratios and easy transformations to aid robotics design
This post provides a toolbox of genetic cube coefficient ratios n{c/a} And n{c} Ratio Header implemented in Graph 1 a sad cube y=Ax³ — Cx+0 in black roots, T.P and sum of gradients in green = – 3C Exactly 3 possible real roots (middle). tp(y)’s) As presented in my recent post; Designing polynomials using sum of gradients at roots.
This article discusses genetic cubic coefficient ratios essential for robotics design, providing efficient formulas to manipulate and transfer compressed cubic functions within a coordinate system, thus aiding in a variety of robotic applications including movement and control mechanisms.
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