A Graph-Based Approach for Discovery of Stable Deconstruction Sequences

  • Beyeler L
  • Bazin J
  • Whiting E
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Abstract

Geometry lies at the core of the architectural design process. It is omnipresent, from the initial determination of form to the final construction. Modern geometric computing provides a variety of tools for the efficient design, analysis, and manufacturing of complex shapes. On the one hand this opens up new horizons for architecture. On the other, the architectural context also poses new problems for geometry. The research area of architectural geometry, situated at the border of applied geometry and architecture, is emerging to address these problems. This volume, presenting the papers accepted at the 2010 Advances in Architectural Geometry conference in Vienna, reflects the substantial progress made in this field. The interdisciplinary nature of architectural geometry is reflected in the diversity of backgrounds of the contributing authors. Renowned architects, engineers, mathematicians, and computer scientists present novel research ideas and cutting-edge solutions at the interface of geometry processing and architectural design.

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Beyeler, L., Bazin, J.-C., & Whiting, E. (2015). A Graph-Based Approach for Discovery of Stable Deconstruction Sequences. In Advances in Architectural Geometry 2014 (pp. 145–157). Springer International Publishing. https://doi.org/10.1007/978-3-319-11418-7_10

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