Return a string representing the extension of this node's file name. * The extension is defined as the characters after the last period '.' * in

Convert this scalar to a 3D vector using the first 3 components.

Convert this scalar to a 4D vector.

Return a 2D vector indicating the (row count, column count) in this matrix.

Convert this swizzle permutation to a vector.

Return the center of the bounding box.

Return the diagonal vector of this matrix.

Return the vector from the minimum coordinate to the maximum.

Get the row at the specified index in the matrix.

Return a vector indicating the axial distances between the minimum and maximum coordinate.

Multiply a vector/point by this matrix and return the result.

Convert this swizzle permutation to a vector.

Convert this swizzle permutation to a vector.

Convert this swizzle permutation to a vector.

Convert this swizzle permutation to a vector.

Return the normalized axis of rotation for this quaternion.

Return the center of the bounding box.

Return the diagonal vector of this matrix.

Return the vector from the minimum coordinate to the maximum.

Return the projection of the given point onto the plane.

Return the projection of the given point onto the plane. * The plane is assumed to have a normal vector of unit length. This * results in a signi

Get the reflection of a point over the plane.

Get the reflection of a point over the plane. * The plane is assumed to have a normal vector of unit length. This * results in a significantly fa

Get the row at the specified index in the matrix.

Return a vector indicating the axial distances between the minimum and maximum coordinate.

Return the projection of the given point onto the plane.

Return the projection of the given point onto the plane. * The plane is assumed to have a normal vector of unit length. This * results in a signi

Return the specular reflection of a vector off the plane.

Return the specular reflection of a vector off the plane, if the plane has a unit normal vector. * The plane is assumed to have a normal vector of uni

Multiply a vector/point by this matrix and return the result.

Transform the specified vector to world space with this transformation.

Rotate the specified vector to object space. * This method does not perform any translation or scaling on the * input point. This function is ide

Rotate the specified vector to world space. * This method does not perform any translation or scaling on the * input point. This function is idea

Scale a vector to object space.

Scale a vector to world space.

Transform the specified scalar value to world space. * This will perform any scaling necessary to satisfy the transformation. */

Return the diagonal vector of this matrix.

Get the row at the specified index in the matrix.

Multiply a vector/point by this matrix and return the result.

Multiply-accumulate the spherical harmonic expansion for the given 3D normalized cartesian vector and weight.

Multiply-accumulate the spherical harmonic expansion for the given 3D normalized cartesian vector and weight.

Multiply-accumulate the spherical harmonic expansion for the given 3D normalized cartesian vector and weight.

Multiply-accumulate the spherical harmonic expansion for the given 3D normalized cartesian vector and weight.

Multiply-accumulate the spherical harmonic expansion for the given 3D normalized cartesian vector and weight.

Multiply-accumulate the spherical harmonic expansion for the given 3D normalized cartesian vector and weight.

Multiply-accumulate the spherical harmonic expansion for the given 3D normalized cartesian vector and weight.

Multiply-accumulate the spherical harmonic expansion for the given 3D normalized cartesian vector and weight.

Multiply-accumulate the spherical harmonic expansion for the given 3D normalized cartesian vector and weight.