About Islamic Geometric Art关于 Islamic Geometric Art
Islamic geometric art is the infinite pattern — stars, polygons, and arabesques tessellating without beginning or end, reflecting the mathematical order of creation. From the Alhambra in Granada to the Shah Mosque in Isfahan, this tradition achieved a geometric complexity that Western mathematics only caught up to centuries later.
Built on 6-, 8-, 10-, and 12-fold symmetry, girih lines weave over-under across jewel-toned grounds of lapis, gold, turquoise, and emerald. Every surface is filled; every motif is a meditation on the infinite.
伊斯兰几何艺术是一场关于无限的冥想——星形、多边形与蔓藤花纹无始无终地相互拼接，映照着造物的数学秩序。 从西班牙格拉纳达的阿尔罕布拉宫到伊朗伊斯法罕的沙阿清真寺，这一传统所达到的几何复杂度， 西方数学直到数百年后才追上。
画面以深青金石蓝为底，金色线条勾勒girih纹样，绿松石与祖母绿填充次级图案，象牙白承载文字。 六、八、十、十二重对称的星形从中心放射而出，藤蔓阿拉伯纹样在边饰中穿插编织。 此处没有留白，每一寸表面都是对无限的赞颂。
The Islamic Geometric Art design system traces back to 8th–17th century peak (Umayyad through Ottoman); living tradition ongoing Baghdad, Damascus, Cairo, Isfahan, Granada, Istanbul. Key figures behind it include Anonymous master geometers, Eric Broug, and Keith Critchlow. It belongs to the Zellij tilework, Girih patterns, and Arabesque movements.
Islamic Geometric Art 这套设计系统溯源至 8th–17th century peak (Umayyad through Ottoman); living tradition ongoing 年的巴格达、大马士革、开罗、伊斯法罕、格拉纳达、伊斯坦布尔。代表人物包括 Anonymous master geometers、Eric Broug、Keith Critchlow。所属流派：Zellij tilework、Girih patterns、Arabesque。