<i>Untitled (Domino Theory)</i>

Abstract The author explores the promise of a variety of models and materials for generating new forms for art and architecture. She recounts her ongoing search for viable models for her art. Initially this quest led her to research the utopian architecture of Bruno Taut's Crystal Chain Correspondence and then to experiments by scientists Per Bak and Kan Chen that utilized dominoes. This resulted in her exploration of the nonlinear dynamics of generative systems, which continue to hold yet untapped potential for art.

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Publication Details

Journal
Leonardo
Published
2025-01-01
DOI
https://doi.org/10.1162/leon.a.94
Primary Topic
Architecture and Computational Design
Type
article
Field-Weighted Citation Impact
0.00
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article

Untitled (Domino Theory)

Ellen K. Levy
Leonardo
Architecture and Computational Design
article

Untitled (Domino Theory)

Ellen K. Levy
article en

Abstract

Abstract The author explores the promise of a variety of models and materials for generating new forms for art and architecture. She recounts her ongoing search for viable models for her art. Initially this quest led her to research the utopian architecture of Bruno Taut's Crystal Chain Correspondence and then to experiments by scientists Per Bak and Kan Chen that utilized dominoes. This resulted in her exploration of the nonlinear dynamics of generative systems, which continue to hold yet untapped potential for art.

LeonardoVol. 58(5)
Mahle (Austria) (AT)
Sustainable cities and communities
Openalex Percentile: Top 80%
Architecture and Computational Design
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<i>Untitled (Domino Theory)</i> — Ellen K. Levy · Leonardo (2025) | TGRS Research Map | TGRS