Quasiregelmatige

Quasiregelmatige is a term used in mathematics, particularly in the field of geometry, to describe shapes or structures that closely resemble regular shapes but are not perfectly regular. The term is often used in the context of tiling, where a quasiregelmatige tiling is a tiling of the plane using shapes that are similar to regular polygons but have slight variations in their angles or side lengths. These tilings exhibit a high degree of order and symmetry, but they do not possess the strict regularity of tilings made from perfectly regular polygons. Quasiregelmatige tilings are of interest to mathematicians and artists alike, as they provide a rich source of patterns and structures that are both aesthetically pleasing and mathematically intriguing. Examples of quasiregelmatige tilings include those made from slightly irregular hexagons or other polygons, as well as those that incorporate curved edges or other deviations from perfect regularity. The study of quasiregelmatige tilings has led to the development of new mathematical tools and techniques, and has contributed to our understanding of the relationship between order, symmetry, and complexity in the natural world.