Grid-Based Circuits from de Bruijn Sequences

Year: 2019 Authors: Karl Kattchee

Core claim

De Bruijn sequences induce grid-based circuits whose low-order cases can be classified and whose forms generate visually rich compositions.

Topics

de Bruijn sequences, grid-based design, classification, art composition

Domains

combinatorics, permutations, binary sequences, graphical paths, mathematical art, generative design, hand-drawn illustration, visual composition

Methods

classification by order, permutation rotation, complement transformation, brute-force search

Media

hand-drawn illustrations, grid diagrams, array notation, digital figures

Source status

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