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全用同一種正多邊形來鋪滿整塊平面，叫正鑲嵌圖。正鑲嵌圖有3種，也只有這3種。只有正三角形、正方形、正六邊形才能如此鑲嵌。
用不同正多邊形鋪滿整塊平面，但交叉點周圍的正多邊形種類和順序都相同叫半正鑲嵌圖。半正鑲嵌圖有8種。
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- Grünbaum, Branko; Shephard, G. C.. Tilings and Patterns. W. H. Freeman and Company. 1987. ISBN 978-0-7167-1193-3.
- D. Chavey. Tilings by Regular Polygons—II: A Catalog of Tilings. Computers & Mathematics with Applications. 1989, 17: 147–165.
Euclidean and general tiling links:
- Dutch, Steve. Uniform Tilings. [2006-09-09]. （原始內容存檔於2006年9月9日）.
- Mitchell, K. Semi-Regular Tilings. [2006-09-09]. （原始內容存檔於2021-02-23）.
- Weisstein, Eric W. Semiregular Tessellation. MathWorld–A Wolfram Web Resource. [2006-09-09]. （原始內容存檔於2021-04-02）.
Hyperbolic tiling links:
- Eppstein, David. The Geometry Junkyard: Hyperbolic Tiling. [2006-09-09]. （原始內容存檔於2021-01-05）.
- Hatch, Don. Hyperbolic Planar Tessellations. [2006-09-09]. （原始內容存檔於2006-09-28）.
- Joyce, David. Hyperbolic Tessellations. [2006-09-09]. （原始內容存檔於2006-09-10）.
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