mln::topo::internal Namespace Reference

Complex data. More...

Classes
struct	add_size
	A binary meta-functor defined by: More...
class	adj_higher_dim_connected_n_face_iterator
class	adj_lower_dim_connected_n_face_iterator
class	adj_m_face_iterator
class	backward_complex_relative_iterator_base
	Factoring class for backward relative iterators on mln::complex. More...
struct	complex_data
	Complex data. More...
class	complex_iterator_base
	Factoring class for iterators on mln::complex. More...
class	complex_relative_iterator_base
	Factoring class for relative iterators on mln::complex. More...
class	complex_relative_iterator_sequence
	A meta relative iterator on the faces of a complex using two complex relative iterators sequentially. More...
class	complex_set_iterator_base
	Factoring class for (set) iterators on mln::complex. More...
struct	const_face_type_
struct	faces_set_mixin
	Faces of intermediate dimension (greater than 0, lower than D). More...
struct	faces_set_mixin< 0u, 0u >
	Faces of a 0-complex. More...
struct	faces_set_mixin< 0u, D >
	Faces of lowest dimension (0). More...
struct	faces_set_mixin< D, D >
	Faces of highest dimension (D). More...
class	forward_complex_relative_iterator_base
	Factoring class for forward relative iterators on mln::complex. More...
struct	get_size
	An unary meta-functor defined by: More...
struct	higher_dim_adj_faces_if_dim_matches_
struct	higher_dim_adj_faces_if_dim_matches_< 0, D >
class	higher_dim_faces_data_mixin
struct	higher_dim_faces_set_mixin
struct	lower_dim_adj_faces_if_dim_matches_
struct	lower_dim_adj_faces_if_dim_matches_< 1, D >
class	lower_dim_faces_data_mixin
	Factored implementation of faces. More...
struct	lower_dim_faces_set_mixin
	Mixins of mixin mln::faces_set_mixin. More...
Functions
template<typename F , typename E >
std::ostream &	operator<< (std::ostream &ostr, const complex_iterator_base< F, E > &p)
	Print an mln::topo::internal::complex_iterator_base.
template<typename I1 , typename I2 , typename E >
std::ostream &	operator<< (std::ostream &ostr, const complex_relative_iterator_sequence< I1, I2, E > &p)
	Print an mln::topo::internal::complex_relative_iterator_sequence.

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Detailed Description

Complex data.

Data is aggregated as follows in an mln::topo::complex<D>:

                   ,-----------> higher_dim_faces_set_mixin<0, D>
                   |
        faces_set_mixin<0, D> 
                 ^
                 |
                 | ,-----------> higher_dim_faces_set_mixin<1, D>
                 | | ,--------->  lower_dim_faces_set_mixin<1, D>
                 | | |           
        faces_set_mixin<1, D>
                 ^
                 |
                 |

                ...

                 ^
                 |
                 | ,-----------> higher_dim_faces_set_mixin<D - 1, D>
                 | | ,--------->  lower_dim_faces_set_mixin<D - 1, D>
                 | | |           
        faces_set_mixin<D - 1, D>
                 ^
                 |              
                 |   ,--------->  lower_dim_faces_set_mixin<D, D>
                 |   |           
        faces_set_mixin<D, D> 
                 ^
                 |
                 |
           complex_data<D> ----.  (shared data)
                               |
                               |
                ,--------------'
                |
                |
                `----<> tracked_ptr< complex_data<D> > ----<> complex<D>

        

An instance of mln::topo::internal::faces_set_mixin<N, D> stores the N-faces of a D-complex.

Classes mln::topo::internal::lower_dim_faces_set_mixin<N, D> are implementation classes factoring services related to complex data. The sets of n-faces of a complex are recursively aggregated as mixins.

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Function Documentation

template<typename F , typename E >

std::ostream & mln::topo::internal::operator<<	(	std::ostream &	ostr,
		const complex_iterator_base< F, E > &	p
	)			[inline]

Print an mln::topo::internal::complex_iterator_base.

template<typename I1 , typename I2 , typename E >

std::ostream & mln::topo::internal::operator<<	(	std::ostream &	ostr,
		const complex_relative_iterator_sequence< I1, I2, E > &	p
	)			[inline]

Print an mln::topo::internal::complex_relative_iterator_sequence.