Creation support for Escher-like tiling patterns by interactive genetic algorithms
Creation support for Escher-like tiling patterns by interactive genetic algorithms
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DOI：
10.1145/2668975.2669005
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发表时间：
2014-11
期刊：
影响因子：
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通讯作者：
S. Ono;Megumi Kisanuki;Hirofumi Machii;Kazunori Mizuno
中科院分区：
文献类型：
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作者：
S. Ono;Megumi Kisanuki;Hirofumi Machii;Kazunori Mizuno
平面的平铺是一种或多种类型的形状或平铺的集合，它们覆盖平面而没有任何间隙和重叠。由于埃舍尔式平铺在数学方面也非常有趣，因此对于平铺图案的属性和本质进行了许多讨论。然而，由于瓷砖的严格限制，很难手动构建复杂的瓷砖图案，即需要在考虑凹凸形状的同时精确调整相邻瓷砖的边缘。
A tiling of the plane is a collection of one or several types of shapes, or tiles, that cover the plane without any gaps and overlaps. Because an Escher like tiling is also very interesting for mathematical aspects, there has been many discussions as for properties and natures of tiling patterns. However, it is difficult to manually construct complex tiling patterns due to tight restrictions of tilings, i.e., preciously adjusting edges of adjacent tiles while taking account of concavo-convex shapes should be needed.