Geometry Gem #9: Chaikin's Algorithm From Interpolation Points

In this video, we extend Chaikin's Algorithm for polyline simplification to accept as inputs a set of interpolation points and an initial tangent. Additionally, we explain a way to optimize the tangency to generate the simplest control polygon. This algorithm can be very useful for robotics, path planning or digital fabrication. The algorithms are implemented in C# using Rhino and Grasshopper. Remember to subscribe and turn notifications on to receive alerts for new streams and content! :) 💻Code: https://github.com/ParametricCamp/TutorialFiles/tree/master/Geometry_Gems 📐💎Chaikin's Algorithm: https://youtu.be/SzRsPqG_94w 📐💎Point Along Line: https://youtu.be/t13LOCz7Cd4 🎥Original Recording: https://youtu.be/V1lUW00t2xI 📷Instagram: https://instagram.com/ParametricCamp 🐦Twitter: https://twitter.com/ParametricCamp 📷🕺Jose Luis: https://instagram.com/garciadelcastillo 🐦🕺Jose Luis: https://twitter.com/garciadelcast 📼✂️🕺Video editing: https://www.instagram.com/kh.arastoo/