CumInCAD is a Cumulative Index about publications in Computer Aided Architectural Design
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id sigradi2021_235
authors Akcay Kavakoglu, Aysegul
year 2021
title Computational Aesthetics of Low Poly: [Re]Configuration of Form
source Gomez, P and Braida, F (eds.), Designing Possibilities - Proceedings of the XXV International Conference of the Ibero-American Society of Digital Graphics (SIGraDi 2021), Online, 8 - 12 November 2021, pp. 17–28
summary Low-poly modeling as an emerging field in visual arts, product design and architecture has an essential effect both on the designer's and the viewer/user's experience. It has an advanced abstraction ability over the reconfiguration of form. This paper examines the visual features of low-poly form in terms of the computability of its aesthetics. A visual feature classification is made by referencing George David Birkhoff's aesthetic measure theory based on the complexity and order relationship. Topo[i]wall installation has been examined as a case study during the analysis. The relationship between form, computation, aesthetics and human-computer interaction are elaborated according to the results. It has been observed that low poly modeling offers a variation set in terms of compositional features, which are proportion, balance, vertical and horizontal network system while protecting its unity through the analysis of the generated computational model.
keywords computational aesthetics, low poly, form configuration, projection mapping, media art
series SIGraDi
email
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100%; open Arnheim, R., (1969) Find in CUMINCAD The Intelligence of Perception , Visual Thinking. (pp.37-53) University of California Press

100%; open Birkhoff, G. D. (1933) Find in CUMINCAD Aesthetic Measure , Harvard University Press

100%; open Boselie, F., & Leeuwenberg, E. (1985) Find in CUMINCAD Birkhoff Revisited: Beauty as a Function of Effect and Means , The American Journal of Psychology, 98(1), 1-39. doi:10.2307/1422765

100%; open Douchová, V. (2015) Find in CUMINCAD Birkhoff's aesthetic measure , Acta Universitatis Carolinae: Philosophica et Historica, 2015(1), 39-53. https://doi.org/10.14712/24647055.2016.8

100%; open Eshleman, M. (1968) Find in CUMINCAD Aesthetics from Classical Greece to the Present: A Short History , New York: The Macmillan

100%; open Greenfield G., Machado, P. (2012) Find in CUMINCAD Guest editors' introduction , Journal of Mathematics and the Arts, 6:2-3, 59-64, doi:10.1080/17513472.2012.688185

100%; open Hoenig, F. (2005) Find in CUMINCAD Defining Computational Aesthetics , L. Neumann, M.Sbert & B. Gooch and Werner Purgathofer (Eds.), Proceedings of the First Eurographics conference on Computational Aesthetics Graphics, Visualization and Imaging (pp. 13-18). Eurographics Association, Goslar, DEU

100%; open Kant, I. (2000) Find in CUMINCAD Critique of judgement , ProQuest Ebook Central https://ebookcentral.proquest.com

100%; open Luebke, D., Reddy, M., Cohen, J. D., Varshney, A., Watson, B., & Huebner, R. (2002) Find in CUMINCAD Level of Detail for 3D Graphics , San Francisco, CA, USA: Morgan Kaufmann Publishers Inc

100%; open Schroeder, W. J., Zarge, J.A., Lorensen, W. E. (1992) Find in CUMINCAD Decimation of triangle meshes , Proceedings of the 19th annual conference on Computer graphics and interactive techniques (SIGGRAPH '92) (pp.65–70). Association for Computing Machinery

100%; open Spratt, E.L., & Elgammal, A. (2014) Find in CUMINCAD Computational Beauty: Aesthetic Judgment at the Intersection of Art and Science , ArXiv, abs/1410.2488

100%; open Suzuki, Y., Nakagawa, K., Sugiyama, T., Akiba, F., Maestri, E., Choi, I., & Tsuchiya, S. (2019) Find in CUMINCAD Computational Aesthetics , Springer Briefs in Applied Sciences and Technology

100%; open Wünsche, B. C. (1998) Find in CUMINCAD A Survey and Evaluation of Mesh Reduction Techniques , Proceedings of IVCNZ '98, (pp. 393-398) University of Auckland

100%; open Zhang, K., Harrell, S., & Ji, X. (2012) Find in CUMINCAD Computational Aesthetics: On the Complexity of Computer Generated Paintings , LEONARDO, 45(3), 243–248

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