Sculptural Interpretation of a Mathematical Form

Year: 2002 Authors: Robert J. Krawczyk

Core claim

A flat mathematical figure can be transformed into sculpture in multiple ways that preserve key properties such as step and turn structure, and custom software can serve as both modeling material and sculpting tool in this interpretive process.

Topics

spirolaterals, mathematical sculpture, 3D interpretation, procedural generation, custom software, relief and assembly forms

Domains

geometry, combinatorics, tessellation-like path construction, topological preservation, parametric variation, sculpture, architecture, visual art

Methods

geometric interpretation, three-dimensional extrusion, step-and-turn variation, software-based modeling, form iteration, scale exploration

Media

custom software, three-dimensional sculptural forms, wall-mounted reliefs, mobiles

Source status

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