1999
DOI: 10.1017/s089006049913302x
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Adaptive-growth-type 3D representation for configuration design

Abstract: In this paper, the design of geometrical shapes of function carriers and their layout in given space is called configuration design. The constraint satisfaction problem in configuration design may be difficult to solve due to the lack of tight constraints and the countless combinations of the layout; a diversity of solutions that satisfy the constraints should be allowed. Therefore, to allow such diversity, we directed our attention to developmental processes in biology and proposed an adaptive-growth-… Show more

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Cited by 13 publications
(5 citation statements)
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“…More standard CAs are used by Bentley and Kumar (1999) for creating two-dimensional tessellating tile patterns and for creating patterns of cells in an isospatial grid (Bonabeau et al, 2000). Rather than working in a grid, the shape feature generating process (SFGP) grows designs by optimizing rules for the division of dots (metaphors for a cell) on the surface of a shape (Taura and Nagasaka, 1999;Taura et al, 1998). After development is complete, the final shape is formed by creating an outer surface by using the density of dots to determine the distance from the initial shape.…”
Section: Review Of Automated Design Representationsmentioning
confidence: 99%
“…More standard CAs are used by Bentley and Kumar (1999) for creating two-dimensional tessellating tile patterns and for creating patterns of cells in an isospatial grid (Bonabeau et al, 2000). Rather than working in a grid, the shape feature generating process (SFGP) grows designs by optimizing rules for the division of dots (metaphors for a cell) on the surface of a shape (Taura and Nagasaka, 1999;Taura et al, 1998). After development is complete, the final shape is formed by creating an outer surface by using the density of dots to determine the distance from the initial shape.…”
Section: Review Of Automated Design Representationsmentioning
confidence: 99%
“…Cellular automata have been used as a model of development to generate simple shapes [21,22], biological processes (e.g., gastrulation and limb budding) [26], or specific 2D [6] and 3D [2] target patterns. Rules that fire cell functions, such as mitosis, apoptosis, or migration, have been implemented to design 3D geometrical shapes [78], tessellating tiles in a grid [3], and 3D morphologies [38]. Rules have also been combined with gene regulatory networks to control their activation in the evolution of 2D shapes [14], 2D patterns [81,19], and 3D multicellu-lar organisms [15,16,31].…”
Section: A Graph-grammar-based Developmental Model For Behavior-findingmentioning
confidence: 99%
“…Some GP practitioners regard all three to be the same. Others, such as Jakobi's work on evolving neural networks [33] or Taura's work on evolutionary configuration design [34], use different and distinct representations for each stage. It is still unclear whether the component growing process of the embryogeny should use the same representation as the phenotype -should the phenotype be represented by blocks or should the blocks be merged into a single, whole description of the solution?…”
Section: Genotype Representationmentioning
confidence: 99%