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A 3D space where coordinates are defined between -1 and 1, used after projection transformation to determine what is within the camera's view.

A system that defines points in space with horizontal and vertical values (x, y, z). Used for modelling shapes and performing transformations in 3D graphics.

Defines a point on the display device using pixel coordinates. Mostly used in raster graphics, for example in rendering 2D images and GUI elements.

Expresses the position of a point within a triangle using three scalar values relative to the triangle's vertices. It is crucial in texture mapping and interpolation over a triangle's surface.

An extension of the Cartesian system that adds an extra dimension, used for efficiently performing affine transformations, such as translation, scaling, and rotation in computer graphics.

Uses 2D coordinates (u, v) to map texture data onto a 3D surface. It is essential for texturing 3D models in graphics pipelines.

Represents points in a plane using a distance from a reference point and an angle from a reference direction. Applied in computer graphics for creating circular patterns and radial symmetry.

A reference system to define all objects in a 3D scene with respect to a global space. It's crucial for scene management and consistency of object placement.

Defines the orientation and position of the camera or viewer. Used in virtual camera setups to determine what is visible on screen.