Art of de Bruijn Sequences

Year: 2018 Authors: Karl Kattchee

Core claim

De Bruijn sequences can be transformed into mathematical art through circular renderings, graph drawings, and grid-based circuits.

Topics

de Bruijn sequences, binary strings, grid-based design, mathematical art

Domains

combinatorics on words, graph theory, Hamilton circuits, permutations, mathematical art, generative drawing, grid-based design, circular composition

Methods

sequence enumeration, graph representation, radial rendering, permutation-based circuit design

Media

binary strings, drawings, grids, circles

Source status

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