A19 結び目をユニットとした絡み目パターンの生成(形態論,造形論,表現論(デザイン理論・方法論研究部会),「想像」する「創造」〜人間とデザインの新しい関係〜,第56回春季研究発表大会)

概要

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In the mathematical knot theory, knot can be defined as an embedding of a circle in the three dimensional Euclidean space, and link can be a set of the plural knots. In the plastic sense, as 3-dimensional objects, knots and links represent a very interesting phenomenon. This paper focuses on the relations between knots and links, using computer graphics, and attempts to present variations of the form of link patterns obtained from knot as a unit. At the first stage, variations of knots are formed. At the second stage basic patterns are formed based on Hopf Link and Borromean Rings. At the third stage variations of the form of link patterns are formed based on basic patterns of links. The basis for the study of these designs is the mathematical knot theory.
日本デザイン学会の論文
2009-06-20