include/continewz/riemann_square.hpp File Reference
#include <basix/table.hpp>
#include <numerix/complex_double.hpp>
Go to the source code of this file.
Classes
Namespaces
Defines
- #define TMPL_DEF template<typename R,typename V= std_riemann>
- #define TMPL template<typename R,typename V>
- #define C complex<R>
- #define Square riemann_square<R,V>
- #define Square_rep riemann_square_rep<R,V>
- #define Squares table<bool,Square >
Functions
- INDIRECT_IMPL_2 (riemann_square, riemann_square_rep, typename R, R, typename V, V) DEFINE_UNARY_FORMAT_2(riemann_square) template< typename R
- template<typename R , typename V > complex< R > center (const riemann_square< R, V > &s)
- template<typename R , typename V > R radius (const riemann_square< R, V > &s)
- template<typename R , typename V > R diameter (const riemann_square< R, V > &s)
- template<typename R , typename V > format< R > CF (const riemann_square< R, V > &s)
- template<typename R , typename V > vector< complex< R > > corners (const riemann_square< R, V > &s)
- template<typename Op , typename R , typename V > nat unary_hash (const riemann_square< R, V > &s)
- template<typename Op , typename R , typename V > bool binary_test (const riemann_square< R, V > &s1, const riemann_square< R, V > &s2)
- TRUE_IDENTITY_OP_SUGAR (template< typename R, typename V >, riemann_square< R, V >) EXACT_IDENTITY_OP_SUGAR(template< typename R
- template<typename R , typename V > riemann_square< R, V > syntactic flatten (const riemann_square< R, V > &z)
- template<typename R , typename V > bool admissible (const riemann_square< R, V > &s)
- template<typename R , typename V > bool intersect (const riemann_square< R, V > &s1, const riemann_square< R, V > &s2)
- template<typename R , typename V > bool included (const riemann_square< R, V > &s1, const riemann_square< R, V > &s2)
- template<typename R , typename V > bool adjacent (const riemann_square< R, V > &s1, const riemann_square< R, V > &s2)
- template<typename R , typename V > bool inside (const complex< R > &z, const riemann_square< R, V > &s)
- template<typename R , typename V > void digital_disk_sub (table< bool, riemann_square< R, V > > &ss, const complex< R > &u, const R &d, const complex< R > &z, const R &r, nat prec)
- template<typename R , typename V > table< bool, riemann_square< R,
V > > digital_disk (const complex< R > &z, const R &r, nat prec=8)
Define Documentation
| #define Square riemann_square<R,V> |
| #define Square_rep riemann_square_rep<R,V> |
| #define Squares table<bool,Square > |
| #define TMPL template<typename R,typename V> |
| #define TMPL_DEF template<typename R,typename V= std_riemann> |
