Flatscape of Measure Polytopes

Year: 2016 Authors: Glenn C. Smith

Core claim

Any measure polytope can be mapped into a 2D Flatscape with base-3 systematic numbering so its elements, opposite pairs, and color-coded distributions become visually readable.

Topics

higher-dimensional polytopes, systematic numbering, color-coded mapping, element distribution

Domains

polytope combinatorics, Coxeter polytopes, base-3 representation, binomial counts, mathematical visualization, color scheme design, tile pattern composition, diagrammatic art

Methods

replication and translation, triadic numbering, inductive counting, color assignment

Media

unit square tiles, 2D xy plane, colored figures, polytope diagrams

Source status

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