forked from M-Labs/nalgebra
49906a35be
The existing implementation compares each component to zero with an epsilon; effectively `glm::all(glm::is_comp_null(v, epsilon))`. This probably isn't the desired semantics when calling `glm::is_null`; rather, we want to determine if the magnitude of the vector is within `epsilon` units of zero. It's the question of circle versus square. This behavior matches that of OpenGL Mathematics. |
||
|---|---|---|
| .. | ||
| component_wise.rs | ||
| euler_angles.rs | ||
| exterior_product.rs | ||
| handed_coordinate_space.rs | ||
| matrix_cross_product.rs | ||
| matrix_operation.rs | ||
| mod.rs | ||
| norm.rs | ||
| normal.rs | ||
| normalize_dot.rs | ||
| quaternion.rs | ||
| rotate_normalized_axis.rs | ||
| rotate_vector.rs | ||
| transform2.rs | ||
| transform2d.rs | ||
| transform.rs | ||
| vector_angle.rs | ||
| vector_query.rs | ||