Entwined Circular Rings

Year: 2007 Authors: Rinus Roelofs

Core claim

Escher’s ring patterns can be developed systematically from square and triangular grids into polyhedral and Archimedean structures, including spherical and infinite configurations.

Topics

Escher notebooks, symmetry patterns, polyhedral folding, Archimedean tilings, infinite structures

Domains

geometric symmetry, polyhedra, tilings, deltahedra, duality, printmaking, sculpture, pattern design

Methods

notebook reconstruction, grid-based pattern analysis, folding and unfolding, 3D model comparison, symmetry inspection

Media

drawings, notebooks, stamp design, banknotes, colored ring structures

Source status

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