About this document
In-Winding Spirals in Fibonacci Geometry by Charlie Pinedo is a document available to read on EtoBox.
This document discusses in-winding spirals of squares and rectangles. It begins by introducing the classic example of the Golden Section rectangle, where cutting squares from similar rectangles results in the squares spiraling inward. It then generalizes this to any rectangle where the ratio of length to width produces similar remaining rectangles. This leads to Fibonacci polynomials. Unless this ratio is the Golden Ratio, the process will not converge for squares. The document aims to extend previous work
- Author
- Charlie Pinedo
- Language
- EN