| id |
acadia11_308 |
| authors |
Celento, David; Harriss, Edmund |
| year |
2011 |
| title |
Potentials for Multi-dimensional Tessellations in Architectural Applications |
| source |
ACADIA 11: Integration through Computation [Proceedings of the 31st Annual Conference of the Association for Computer Aided Design in Architecture (ACADIA)] [ISBN 978-1-6136-4595-6] Banff (Alberta) 13-16 October, 2011, pp. 308-313 |
| doi |
https://doi.org/10.52842/conf.acadia.2011.308
|
| summary |
Computationally, there exist significant potentials to integrate periodic (repeating) and aperiodic (non-repeating) tessellations in architectural applications. While exploration of two-dimensional and three-dimensional tessellations appear in historically significant works, today, higher-dimensional tessellations are capable of being generated computationally which may be useful in various architectural applications. This paper, a collaboration between an architect and mathematician, explores these processes and potentials. Insights will be offered into this early stage exploration regarding the creation and use of higher-dimensional geometries for architectural applications—such as patterning, volumetric descriptions, and modular assemblages. |
| series |
ACADIA |
| type |
work in progress |
| email |
|
| full text |
 file.pdf (2,414,572 bytes) |
| references |
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