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RecordNumber
2157
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Author
Burkholder, Douglas G.
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Title of Article
Unexpected Beauty Hidden in Radin-Conway’s Pinwheel Tiling
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Title Of Journal
Bridges
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Publication Year
2015
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Page
383-386
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Notes
Proceedings of Bridges 2015: Mathematics, Music, Art, Architecture, Culture , براي مشاهده و دانلود مقاله به لينك مدارك مرتبط مراجعه نماييد
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Abstract
In 1994, John Conway and Charles Radin created a non-periodic Pinwheel Tiling of the plane using only 1 by 2 right triangles. By selectively painting either every fifth triangle or two out of every five triangles, based only upon their location in the next larger triangle, one can discern 15 unexpected and distinctive patterns. Each of these patterns retains the non-periodic nature of the original tiling.
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URL
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Link To Document :
