Single Line Apollonian Gaskets for Fashion

Loe M.G. Feijs; Marina J. Toeters

Single Line Apollonian Gaskets for Fashion

Onderzoeksoutput: Bijdrage aan congres › Paper › Academic

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We describe the design of single-line approximations and fractals based on the Apollonian gasket, which is the limit case of configurations of kissing circles. Rather than plotting the circles as discs on a differently colored background (the traditional representation), we explore strategies of drawing all circles as one line without lifting the pen and without crossing itself. We find various drawing strategies, having different aesthetic flavors. We apply fashion tech to design a garment, exploring the implications and potential of the new forms for fashion.

Originele taal-2	Engels
Pagina's	119-126
Status	Gepubliceerd - aug. 2022
Evenement	25th Annual Bridges Conference 2022: Mathematics, Art, Music, Architecture, Cullture - Aalto University, Helsinki, Espoo, Finland Duur: 1 aug. 2022 → 5 aug. 2022 Congresnummer: 25 https://www.bridgesmathart.org/b2022/

Congres

Congres	25th Annual Bridges Conference 2022
Verkorte titel	Bridges MathArt
Land/Regio	Finland
Stad	Helsinki, Espoo
Periode	1/08/22 → 5/08/22
Internet adres	https://www.bridgesmathart.org/b2022/

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bridges2022-119Definitieve gepubliceerde versie, 7,39 MBLicentie: Anders

1 Werkdocument

Single line Apollonian gaskets: is the limit a space filling fractal curve?
Feijs, L. M. G., apr. 2022, CG uitgave, arXiv.org, blz. 1, 7 blz.
Onderzoeksoutput: Werkdocument › Academic

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title = "Single Line Apollonian Gaskets for Fashion",

abstract = "We describe the design of single-line approximations and fractals based on the Apollonian gasket, which is the limit case of configurations of kissing circles. Rather than plotting the circles as discs on a differently colored background (the traditional representation), we explore strategies of drawing all circles as one line without lifting the pen and without crossing itself. We find various drawing strategies, having different aesthetic flavors. We apply fashion tech to design a garment, exploring the implications and potential of the new forms for fashion.",

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note = "25th Annual Bridges Conference 2022 : Mathematics, Art, Music, Architecture, Cullture, Bridges MathArt ; Conference date: 01-08-2022 Through 05-08-2022",

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AU - Toeters, Marina J.

N1 - Conference code: 25

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Y1 - 2022/8

N2 - We describe the design of single-line approximations and fractals based on the Apollonian gasket, which is the limit case of configurations of kissing circles. Rather than plotting the circles as discs on a differently colored background (the traditional representation), we explore strategies of drawing all circles as one line without lifting the pen and without crossing itself. We find various drawing strategies, having different aesthetic flavors. We apply fashion tech to design a garment, exploring the implications and potential of the new forms for fashion.

AB - We describe the design of single-line approximations and fractals based on the Apollonian gasket, which is the limit case of configurations of kissing circles. Rather than plotting the circles as discs on a differently colored background (the traditional representation), we explore strategies of drawing all circles as one line without lifting the pen and without crossing itself. We find various drawing strategies, having different aesthetic flavors. We apply fashion tech to design a garment, exploring the implications and potential of the new forms for fashion.

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T2 - 25th Annual Bridges Conference 2022

Y2 - 1 August 2022 through 5 August 2022

ER -

Single Line Apollonian Gaskets for Fashion

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Single line Apollonian gaskets: is the limit a space filling fractal curve?

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