Axis-aligned Bounding Box (3D), represented by min
and max
points.
Axis-aligned Bounding Rectangle (2D), represented by min
and max
points.
Disk (2D), represented by center and radius.
Ellipsis (2D), represented by center and radius in both axii.
Vector type suited for 2D extents (width and height).
Vector type suited for 3D extents (width, height and depth).
A pass-through functor that returns progress values directly as LERP factors.
2D Line segment, represented by two points, start
and end
.
3D Line segment, represented by two points, start
and end
.
4x4 matrix.
Nobody can possibly use this ???
A function pointer container that can map a progress value to a LERP factor.
Quaternions are a convenient representation for rotations in 3D spaces.
3D ray, represented by a starting point and a normalized direction vector.
2D rectangle, represented by a bottom-left position, and 2D extents.
A Rect
extended to 3D.
Vector type suited for RGB color data.
Vector type suited for RGBA color data.
Sphere (3D), represented by center and radius.
A convenient position + orientation + scale container, backed by two Vec3
and a Quaternion.
A convenience structure for storing a progression from one value to another.
Vector type suited for 2D spatial coordinates.
Vector type suited for 3D spatial coordinates.
Vector type suited for homogeneous 3D spatial coordinates.
A scalar or vector that can be constrained to be between two values (inclusive).
A scalar or vector that can be constrained to be between 0 and 1 (inclusive).
A scalar or vector that can be constrained to be between -1 and 1 (inclusive).
Trait for types that are suitable for representing a color component value.
A value that can tell whether or not it is between two bounds (inclusive).
A value that can tell whether or not it is between 0 and 1 (inclusive).
A value that can be linearly interpolated.
Fused multiply-add. Computes (self * a) + b
with only one rounding
error, yielding a more accurate result than an unfused multiply-add.
A functor that maps a progress value to a LERP factor.
A value that can be Spherically Linearly interpolated.
A value that can wrap itself around given bounds.