Include dependency graph for pg_common.hpp:
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Namespaces | |
| namespace | fun |
Functions | |
| template<Ring _K> | |
| auto | fun::cross0 (const std::array< _K, 3 > &v_a, const std::array< _K, 3 > &v_b) -> _K |
| 1st term of Cross product (yz-plane projection) | |
| template<Ring _K> | |
| auto | fun::cross1 (const std::array< _K, 3 > &v_a, const std::array< _K, 3 > &v_b) -> _K |
| 2nd term of Cross product (xz-plane projection) | |
| template<Ring _K> | |
| auto | fun::cross2 (const std::array< _K, 3 > &v_a, const std::array< _K, 3 > &v_b) -> _K |
| 3rd term of Cross product (xy-plane projection) | |
| template<typename Point > requires Ring<Value_type<Point>> | |
| auto | fun::cross (const Point &v_a, const Point &v_b) -> std::array< Value_type< Point >, 3 > |
| Cross product in homogeneous 3D coordinates. | |
| template<Ring _K> | |
| auto | fun::dot_c (const std::array< _K, 3 > &v_a, const std::array< _K, 3 > &v_b) -> _K |
| Dot product (full 3-component) | |
| template<Ring _T, Ring _K> | |
| auto | fun::plucker_c (const _T &lambda_val, const std::array< _K, 3 > &v_a, const _T &mu_val, const std::array< _K, 3 > &v_b) -> std::array< _K, 3 > |
| generic Plücker linear combination | |
| template<Ring _K> | |
| auto | fun::dot1 (const std::array< _K, 3 > &v_a, const std::array< _K, 3 > &v_b) -> _K |
| Dot product of the (x,y)-components of two vectors (affine part) | |
| template<Ring _K> | |
| auto | fun::dot2 (const std::array< _K, 3 > &v_a, const std::array< _K, 3 > &v_b) -> _K |
| Dot product of the (0,2)-component of two vectors. | |
| template<typename T > | |
| constexpr auto | fun::sq (const T &a) |
| Square function. | |
| template<typename Value , typename Point > requires Ring<Value> | |
| constexpr auto | fun::parametrize (const Value &lambda_val, const Point &pt_p, const Value &mu_val, const Point &pt_q) -> Point |
| Homogeneous parametrization of point or line (free function) | |
Detailed Description
This is a C++ Library header.
