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A tessellation is a covering of a surface with geometric shapes, called tiles, with no gaps or overlaps. Learn about the history, types and examples of tessellations, from ancient mosaics to modern art, and how they are studied in mathematics.
A tessellation is a pattern of shapes that fit perfectly together with no gaps or overlaps. Learn about regular, semi-regular and other types of tessellations, and how to name and create them.
Jun 9, 2023 · Learn what tessellations are, how to create them and why they are important in mathematics, science and art. Explore different types of tessellations, such as Voronoi, Penrose and Escher tessellations, and their applications and examples.
- Nicholas Gerbis
Learn what tessellation means, how to classify different types of tessellations, and see examples of tessellation in real life and art. Tessellation is the process of covering a surface with a pattern of flat shapes that fit together without gaps or overlaps.
May 24, 2017 · Learn about the mathematical discipline of tessellation, which studies how regular shapes can fill an infinite space with no gaps or overlaps. Explore the categories, examples, and applications of tessellations in art, architecture, science, and nature.
Sep 18, 2021 · A tessellation is when a geometric shape repeats itself over and over again, covering a 2D or 3D surface without any gaps or overlaps. Learn about the history of tessellations in art and architecture, from ancient civilizations to modern artists like M. C. Escher and Koloman Moser.
Tessellation, also referred to as tiling, is a pattern of repeating shapes without gaps or overlaps as they cover a surface or geometric plane. It’s an important part of any 2D shape topic and is typically introduced to children from the age of 6 onwards.
