The Art and Mathematics of Self-Interlocking SL Blocks

Year: 2018 Authors: Shen-Guan Shih

Core claim

Polynomial and functional notation can encode self-interlocking SL block structures as a compact, expressive language for artistic and mathematical design.

Topics

self-interlocking structures, polynomial representation, hierarchical definitions, symmetry, poly-strands

Domains

group-like transformations, non-commutative multiplication, polynomials, functions, architectural geometry, generative design, constructive art, interwoven panels

Methods

geometric transformations, engagement sequences, polynomial encoding, hierarchical construction

Media

octocube blocks, cube-based strands, physical panel models

Source status

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