mtmetis( const Space& base, const Family& tau )
: base_( base ), tau_( tau ), nvtxs_( base_.size() )
{
xadj_ = new int[ nvtxs_ + 1 ];
std::vector< Space > adjs;
int offset = 0;
xadj_[ 0 ] = 0;
for ( typename Space::const_iterator it = base_.begin()
; it != base_.end(); ++it
)
{ // Be care of retreaving diagonals.
const Space& s = tau_( CPoint( it ).element );
Space p; p.join( CPoint( it ).element );
adjs.push_back( s / p );
xadj_[ CPoint( it ).index + 1 ] = adjs[ offset++ ].size();
}
for ( int i = 0; i < nvtxs_; ++i ) xadj_[ i + 1 ] += xadj_[ i ];
adjy_ = new int[ xadj_[ nvtxs_ ] ];
offset = 0;
for ( typename Space::const_iterator it = base_.begin()
; it != base_.end(); ++it
)
{
const Space& adj = adjs[ offset++ ];
int i = CPoint( it ).index;
int k = 0;
for ( typename Space::const_iterator jt = adj.begin()
; jt != adj.end(); ++jt
)
{
int j = base_.index( CPoint( jt ).element );
adjy_[ xadj_[ i ] + k ] = j;
++k;
}
}
perm_ = new int[ nvtxs_ ];
iperm_ = new int[ nvtxs_ ];
reorder();
}
generator( const Matrix& A ) : A_( A )
{
const int c = 0;
const int *ind = A_.ind(), *col = A_.col();
for ( int i = 0; i < A_.m(); ++i ) base_.join( Element( i, c ) );
for ( int i = 0; i < A_.m(); ++i )
{
Neighbour u( i, c );
for ( int k = ind[ i ]; k < ind[ i + 1 ]; ++k )
{
int j = col[ k ];
u.join( j, c );
}
topo_.join( u );
}
}
