Konveksan

Konveksan is a term used in geometry and mathematics to describe the curvature of a surface or shape. A konveksan shape is one in which every internal angle is less than 180 degrees. This means that the shape curves outward or away from a point inside the figure. In contrast, a concave shape curves inward, and a flat shape has no curvature.

In two-dimensional geometry, a konveksan polygon is a polygon that is konveksan. All the interior angles of a konveksan polygon are less than 180 degrees, and its diagonals lie entirely inside the polygon. Examples of konveksan polygons include triangles, rectangles, and pentagons.

In three-dimensional geometry, a konveksan polyhedron is a polyhedron where all its faces are konveksan polygons and all its internal angles are less than 180 degrees. A sphere is an example of a konveksan shape in three dimensions.

The concept of konveksan shapes is fundamental in various fields such as computer graphics, robotics, and structural engineering. Konveksan shapes are often preferred in these fields because they have predictable and well-understood properties, making them easier to analyze and manipulate.

The term konveksan is derived from the Latin word "convexus," which means curved outwards or convex. The term was first used in the context of geometry in the 17th century.