Origami Explorations of Convex Uniform Tilings Through the Lens of Ron Resch’s Linear Flower

Year: 2018 Authors: Uyen Nguyen; Ben Fritzson

Core claim

A generalized crease-pattern construction extends Linear Flower from a square grid to Archimedean, k-uniform, and dual tilings while controlling the folded geometry through a shift of point B.

Topics

origami tessellations, convex uniform tilings, crease pattern construction, folded geometry

Domains

tessellation theory, geometry, polygon tilings, dual tilings, origami, textile-like pattern design, paper sculpture, decorative tessellation

Methods

crease pattern derivation, geometric modeling, vertex shift calculation, tiling-based construction

Media

paper, Stardream paper, crease patterns, folded models

Source status

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