noun a repeating pattern of shapes that fit perfectly together without any gaps or overlaps
In mathematics, tessellation refers to the covering of a surface with a pattern of geometric shapes without any gaps or overlaps.
In art, tessellation is often used to create intricate designs and patterns by repeating a shape or motif in a regular arrangement.
In architecture, tessellation can be used in the design of building facades or interior decorations to create visually appealing patterns.
In engineering, tessellation is used in various applications such as finite element analysis, computer-aided design, and modeling of complex surfaces.
In computer science, tessellation is used in graphics programming to efficiently render complex shapes by breaking them down into smaller, simpler polygons.
Tessellation is used in architecture to create intricate patterns and designs on building facades or floors.
Graphic designers use tessellation to create visually appealing patterns for various design projects.
Mathematicians use tessellation as a mathematical concept to study patterns and symmetries in geometry.