Renderer::Renderer(int x, int y, int w, int h, const char *label)
: Fl_Gl_Window(x, y, w, h, label)
, ground_tex(0)
, ground_tex2(0)
, client_(0)
{
eye[0] = 0;
eye[1] = -100;
eye[2] = 100;
center[0] = 0;
center[1] = 0;
center[2] = 0;
double left[3] = { -1, 0, 0 };
double cam_dir[3];
substract_vector(cam_dir, center, eye);
cross_product(up, cam_dir, left);
}
void gram_schmidt( StateType &x , LyapType &lyap , size_t n )
{
if( !num_of_lyap ) return;
if( ptrdiff_t( ( num_of_lyap + 1 ) * n ) != std::distance( x.begin() , x.end() ) )
throw std::domain_error( "renormalization() : size of state does not match the number of lyapunov exponents." );
typedef typename StateType::value_type value_type;
typedef typename StateType::iterator iterator;
value_type norm[num_of_lyap];
value_type tmp[num_of_lyap];
iterator first = x.begin() + n;
iterator beg1 = first , end1 = first + n ;
std::fill( norm , norm+num_of_lyap , 0.0 );
// normalize first vector
norm[0] = sqrt( std::inner_product( beg1 , end1 , beg1 , 0.0 ) );
normalize( beg1 , end1 , norm[0] );
beg1 += n;
end1 += n;
for( size_t j=1 ; j<num_of_lyap ; ++j , beg1+=n , end1+=n )
{
for( size_t k=0 ; k<j ; ++k )
{
tmp[k] = std::inner_product( beg1 , end1 , first + k*n , 0.0 );
// clog << j << " " << k << " " << tmp[k] << "\n";
}
for( size_t k=0 ; k<j ; ++k )
substract_vector( beg1 , end1 , first + k*n , tmp[k] );
// normalize j-th vector
norm[j] = sqrt( std::inner_product( beg1 , end1 , beg1 , 0.0 ) );
// clog << j << " " << norm[j] << "\n";
normalize( beg1 , end1 , norm[j] );
}
for( size_t j=0 ; j<num_of_lyap ; j++ )
lyap[j] += log( norm[j] );
}
