Symmetry and Structure in Twist-Hinged Dissections of Polygonal Rings and Polygonal Anti-Rings

Year: 2007 Authors: Greg N. Frederickson

Core claim

Regular polygonal rings and anti-rings admit new twist-hinged dissections derived from Bauer’s polygon relationships, enabling highly symmetric reconfigurable design forms.

Topics

geometric dissections, twist hinges, polygonal rings, reconfigurable furniture

Domains

Euclidean geometry, regular polygons, polygon dissections, symmetry, art objects, furniture design, garden design, mathematical design

Methods

geometric construction, rhombic decomposition, hinged dissection, case analysis for p

Media

rhombuses, isosceles triangles, bench framework, hinges

Source status

This page publishes metadata and extracted analytical signals only. Raw PDF and full OCR text are kept local for now.