/* GNU Ocrad - Optical Character Recognition program
Copyright (C) 2003, 2004, 2005, 2006, 2007 Antonio Diaz Diaz.
This program is free software: you can redistribute it and/or modify
it under the terms of the GNU General Public License as published by
the Free Software Foundation, either version 3 of the License, or
(at your option) any later version.
This program is distributed in the hope that it will be useful,
but WITHOUT ANY WARRANTY; without even the implied warranty of
MERCHANTABILITY or FITNESS FOR A PARTICULAR PURPOSE. See the
GNU General Public License for more details.
You should have received a copy of the GNU General Public License
along with this program. If not, see .
*/
#include
#include
#include
#include "common.h"
#include "rectangle.h"
#include "bitmap.h"
#include "blob.h"
#include "profile.h"
Profile::Profile( const Bitmap & b, Type t ) throw()
: _bitmap( &b ), type( t ),
_limit( -1 ), _max( -1 ), _min( -1 ), _mean( -1 ),
_isconcave( -1 ), _isconvex( -1 ), _isflat( -1 ), _isflats( -1 ),
_ispit( -1 ), _istpit( -1 ), _isupit( -1 ), _isvpit( -1 ), _istip( -1 ) {}
void Profile::initialize() throw()
{
const Bitmap & b = *_bitmap;
switch( type )
{
case left :
data.resize( b.height() ); _limit = b.width();
for( int row = b.top(); row <= b.bottom(); ++row )
{
int j = b.left();
while( j <= b.right() && !b.get_bit( row, j ) ) ++j;
data[row-b.top()] = j - b.left();
} break;
case top :
data.resize( b.width() ); _limit = b.height();
for( int col = b.left(); col <= b.right(); ++col )
{
int j = b.top();
while( j <= b.bottom() && !b.get_bit( j, col ) ) ++j;
data[col-b.left()] = j - b.top();
} break;
case right :
data.resize( b.height() ); _limit = b.width();
for( int row = b.top(); row <= b.bottom(); ++row )
{
int j = b.right();
while( j >= b.left() && !b.get_bit( row, j ) ) --j;
data[row-b.top()] = b.right() - j;
} break;
case bottom :
data.resize( b.width() ); _limit = b.height();
for( int col = b.left(); col <= b.right(); ++col )
{
int j = b.bottom();
while( j >= b.top() && !b.get_bit( j, col ) ) --j;
data[col-b.left()] = b.bottom() - j;
} break;
case height :
data.resize( b.width() ); _limit = b.height();
for( int col = b.left(); col <= b.right(); ++col )
{
int u = b.top(), d = b.bottom();
while( u <= d && !b.get_bit( u, col ) ) ++u;
while( u <= d && !b.get_bit( d, col ) ) --d;
data[col-b.left()] = d - u + 1;
} break;
case width :
data.resize( b.height() ); _limit = b.width();
for( int row = b.top(); row <= b.bottom(); ++row )
{
int l = b.left(), r = b.right();
while( l <= r && !b.get_bit( row, l ) ) ++l;
while( l <= r && !b.get_bit( row, r ) ) --r;
data[row-b.top()] = r - l + 1;
} break;
}
}
int Profile::mean() throw()
{
if( _mean < 0 )
{
if( _limit < 0 ) initialize();
_mean = 0;
for( int i = 0; i < samples(); ++i ) _mean += data[i];
if( samples() > 1 ) _mean /= samples();
}
return _mean;
}
int Profile::max() throw()
{
if( _max < 0 )
{
if( _limit < 0 ) initialize();
_max = data[0];
for( int i = 1; i < samples(); ++i ) if( data[i] > _max ) _max = data[i];
}
return _max;
}
int Profile::max( int l, int r ) throw()
{
if( _limit < 0 ) initialize();
if( r < 0 ) r = samples() - 1;
int m = 0;
for( int i = l; i <= r; ++i ) if( data[i] > m ) m = data[i];
return m;
}
int Profile::min() throw()
{
if( _min < 0 )
{
if( _limit < 0 ) initialize();
_min = data[0];
for( int i = 1; i < samples(); ++i ) if( data[i] < _min ) _min = data[i];
}
return _min;
}
int Profile::min( int l, int r ) throw()
{
if( _limit < 0 ) initialize();
if( r < 0 ) r = samples() - 1;
int m = _limit;
for( int i = l; i <= r; ++i ) if( data[i] < m ) m = data[i];
return m;
}
int Profile::operator[]( int i ) throw()
{
if( _limit < 0 ) initialize();
if( i < 0 ) i = 0;
else if( i >= samples() ) i = samples() - 1;
return data[i];
}
int Profile::area( int l, int r ) throw()
{
if( _limit < 0 ) initialize();
if( r < 0 ) r = samples() - 1;
int area = 0;
for( int i = l; i <= r; ++i ) area += data[i];
return area;
}
bool Profile::increasing( int i ) throw()
{
if( _limit < 0 ) initialize();
if( i < 0 || i > samples() - 2 || data[samples()-1] - data[i] < 2 )
return false;
while( ++i < samples() ) if( data[i] < data[i-1] ) return false;
return true;
}
bool Profile::decreasing( int i ) throw()
{
if( _limit < 0 ) initialize();
const int noise = ( std::min( samples(), _limit ) / 20 ) + 1;
if( i < 0 || samples() - i <= 2 * noise ||
data[i] - data[samples()-noise] < noise + 1 )
return false;
while( ++i < samples() - noise ) if( data[i] > data[i-1] ) return false;
return true;
}
bool Profile::isconcave() throw()
{
if( _isconcave < 0 )
{
_isconcave = false; if( _limit < 0 ) initialize();
if( samples() < 5 ) return _isconcave;
int dmax = -1, l = 0, r = 0;
for( int i = pos( 10 ); i <= pos( 90 ); ++i )
{
if( data[i] > dmax ) { dmax = data[i]; l = r = i; }
else if( data[i] == dmax ) { r = i; }
}
if( l > r || l < pos( 25 ) || r > pos( 75 ) ) return _isconcave;
if( data[pos(10)] >= dmax || data[pos(90)] >= dmax ) return _isconcave;
int imax = ( l + r ) / 2;
for( int i = pos( 10 ); i < imax; ++i )
if( data[i] > data[i+1] ) return _isconcave;
for( int i = pos( 90 ); i > imax; --i )
if( data[i] > data[i-1] ) return _isconcave;
_isconcave = true;
}
return _isconcave;
}
bool Profile::isconvex() throw()
{
if( _isconvex < 0 )
{
_isconvex = false; if( _limit < 0 ) initialize();
if( samples() < 9 || _limit < 5 ) return _isconvex;
int min = _limit, min_begin = 0, min_end = 0;
int lmin = _limit, rmax = -_limit, l = 0, r = 0;
for( int i = 1; i < samples(); ++i )
{
int d = data[i] - data[i-1];
if( d < lmin ) { lmin = d; l = i - 1; }
if( d >= rmax ) { rmax = d; r = i; }
if( data[i] <= min )
{ min_end = i; if( data[i] < min ) { min = data[i]; min_begin = i; } }
}
if( l >= r || l >= pos( 25 ) || r <= pos( 75 ) ) return _isconvex;
if( lmin >= 0 || rmax <= 0 || data[l] < 2 || data[r] < 2 ||
3 * ( data[l] + data[r] ) <= std::min( _limit, samples() ) )
return _isconvex;
if( 3 * ( min_end - min_begin + 1 ) > 2 * samples() ) return _isconvex;
if( 2 * l >= min_begin || 2 * r <= min_end + samples() - 1 ) return _isconvex;
if( min_begin < pos( 10 ) || min_end > pos( 90 ) ) return _isconvex;
const int noise = ( std::min( samples(), _limit ) / 30 ) + 1;
int dmax = -_limit;
for( int i = l + 1; i <= r; ++i )
{
if( i >= min_begin && i <= min_end )
{ if( data[i] <= noise ) continue; else return _isconvex; }
int d = data[i] - data[i-1];
if( d == 0 ) continue;
if( d > dmax ) { if( std::abs( d ) <= noise ) ++dmax; else dmax = d; }
else if( d < dmax - noise ) return _isconvex;
}
if( 2 * ( min_end - min_begin + 1 ) < samples() )
{
int varea = ( min_begin - l + 1 ) * data[l] / 2;
varea += ( r - min_end + 1 ) * data[r] / 2;
if( this->area( l, min_begin - 1 ) + this->area( min_end + 1, r ) >= varea )
return _isconvex;
}
_isconvex = true;
}
return _isconvex;
}
bool Profile::isflat() throw()
{
if( _isflat < 0 )
{
_isflat = false; if( _limit < 0 ) initialize();
if( samples() < 15 ) return _isflat;
int mn = data[samples()/2], mx = mn;
for( int i = 1; i < samples() - 1; ++i )
{ int d = data[i]; if( d < mn ) mn = d; else if( d > mx ) mx = d; }
_isflat = (bool)( mx - mn <= 1 + ( samples() / 30 ) );
}
return _isflat;
}
bool Profile::isflats() throw()
{
if( _isflats < 0 )
{
_isflats = false; if( _limit < 0 ) initialize();
if( samples() < 15 ) return _isflats;
const int s1 = std::max( pos( 15 ), 3 );
const int s2 = std::min( pos( 85 ), samples() - 4 );
int mn = -1, mx = 0;
for( int i = s1 + 2; i < s2; ++i )
if( data[i-1] == data[i] ) { mn = mx = data[i]; break; }
if( mn < 0 ) return _isflats;
for( int i = 1; i <= s1; ++i ) if( data[i] > mx ) mx = data[i];
for( int i = s1 + 1; i < s2; ++i )
{ int d = data[i]; if( d < mn ) mn = d; else if( d > mx ) mx = d; }
for( int i = s2; i < samples() - 1; ++i ) if( data[i] > mx ) mx = data[i];
_isflats = (bool)( mx - mn <= 1 + ( samples() / 30 ) );
}
return _isflats;
}
bool Profile::ispit() throw()
{
if( _ispit < 0 )
{
_ispit = false; if( _limit < 0 ) initialize();
if( samples() < 5 ) return _ispit;
const int noise = ( std::min( samples(), _limit ) / 25 ) + 1;
for( int i = 0; i < noise; ++i )
if( data[i] <= noise - i || data[samples()-i-1] <= noise - i )
return _ispit;
const int dmin = min(), dmax = _limit / 2;
int begin = 0, end = 0, i, ref;
for( i = 0, ref = dmax; i < samples(); ++i )
{
int d = data[i];
if( d == dmin ) { begin = i; break; }
if( d < ref ) ref = d; else if( d > ref + noise && ref < dmax ) return _ispit;
}
if( begin < 2 || begin > samples() - 3 ) return _ispit;
for( i = samples() - 1, ref = dmax; i >= begin; --i )
{
int d = data[i];
if( d == dmin ) { end = i; break; }
if( d < ref ) ref = d; else if( d > ref + noise && ref < dmax ) return _ispit;
}
if( end < begin || end > samples() - 3 ) return _ispit;
for( i = begin + 1; i < end; ++i )
if( data[i] > dmin + noise ) return _ispit;
_ispit = true;
}
return _ispit;
}
bool Profile::iscpit( const int cpos ) throw()
{
if( _limit < 0 ) initialize();
if( samples() < 5 || cpos < 25 || cpos > 75 ) return false;
const int mid = ( ( samples() - 1 ) * cpos ) / 100;
const int iend = std::min( samples() / 4, std::min( mid, samples() - mid ) );
const int th = ( ( mean() < 2 ) ? 2 : mean() );
int imin = -1;
for( int i = 0; i < iend; ++i )
{
if( data[mid+i] < th ) { imin = mid + i; break; }
if( data[mid-i-1] < th ) { imin = mid - i - 1; break; }
}
if( imin < 0 ) return false;
for( int i = imin + 1; i < samples(); ++i )
if( data[i] > th )
{
for( int j = imin - 1; j >= 0; --j ) if( data[j] > th ) return true;
break;
}
return false;
}
bool Profile::islpit() throw()
{
if( _limit < 0 ) initialize();
if( samples() < 5 ) return false;
const int noise = samples() / 30;
if( data[0] < noise + 2 ) return false;
const int dmin = min();
int begin = 0, ref = _limit;
for( int i = 0; i < samples(); ++i )
{
int d = data[i];
if( d == dmin ) { begin = i; break; }
if( d < ref ) ref = d; else if( d > ref + 1 ) return false;
}
if( begin < 2 || 2 * begin >= samples() ) return false;
return true;
}
bool Profile::istpit() throw()
{
if( _istpit < 0 )
{
if( _limit < 0 ) initialize();
if( _limit < 5 || samples() < 5 || !ispit() )
{ _istpit = false; return _istpit; }
const int noise = ( std::min( _limit, samples() ) / 30 ) + 1;
int l = -1, r = 0;
for( int i = 0; i < samples(); ++i )
if( data[i] <= noise ) { r = i; if( l < 0 ) l = i; }
_istpit = (bool)( l > 0 && 4 * ( r - l + 1 ) < samples() );
}
return _istpit;
}
bool Profile::isupit() throw()
{
if( _isupit < 0 )
{
_isupit = false; if( _limit < 0 ) initialize();
if( samples() < 5 ) return _isupit;
int th = ( mean() < 2 && range() > 2 ) ? 2 : mean();
int status = 0, ucount = 0, lcount = 0, umean =0, lmean = 0;
for( int i = 0; i < samples(); ++i )
{
int d = data[i];
switch( status )
{
case 0: if( d < th )
{ if( i < pos( 25 ) || i > pos( 70 ) ) return _isupit;
status = 1; break; }
if( d > th ) { ++ucount; umean += d; }
break;
case 1: if( d > th )
{ if( i < pos( 30 ) || i > pos( 75 ) ) return _isupit;
status = 2; break; }
if( d < th ) { ++lcount; lmean += d; }
break;
case 2: if( d < th ) return _isupit;
if( d > th ) { ++ucount; umean += d; }
break;
}
}
if( ucount > 1 ) umean /= ucount;
if( lcount > 1 ) lmean /= lcount;
_isupit = (bool)( status == 2 && umean - lmean > range() / 2 );
}
return _isupit;
}
bool Profile::isvpit() throw()
{
if( _isvpit < 0 )
{
if( _limit < 0 ) initialize();
if( _limit < 5 || samples() < 5 || !ispit() )
{ _isvpit = false; return _isvpit; }
const int noise = _limit / 20;
const int level = ( _limit / 10 ) + 2;
int ll = -1, ln = -1, rl = -1, rn = -1;
for( int i = 0; i < samples(); ++i )
if( data[i] <= level )
{
rl = i; if( ll < 0 ) ll = i;
if( data[i] <= noise ) { rn = i; if( ln < 0 ) ln = i; }
}
const int wl = rl - ll + 1, wn = rn - ln + 1;
_isvpit = (bool)( ln > 0 && 2 * wl <= samples() + 1 && wl - wn <= 2 * ( level - noise ) );
}
return _isvpit;
}
bool Profile::istip() throw()
{
if( _istip < 0 )
{
_istip = false; if( _limit < 0 ) initialize();
if( samples() < 5 ) return _istip;
int th = ( mean() < 2 && range() > 2 ) ? 2 : mean(); if( th < 2 ) ++th;
int lth = data[0], rth = data[samples()-1];
int begin = 0, end = samples() - 1;
for( int i = 1, j = std::max( 2, samples() / 10 ); i < j; ++i )
{
if( data[i] < lth ) { lth = data[i]; begin = i; }
if( data[samples()-1-i] < rth )
{ rth = data[samples()-1-i]; end = samples() - 1 - i; }
}
if( lth >= th || rth >= th ) return _istip;
if( 3 * lth >= 2 * range() || 3 * rth >= 2 * range() ) return _istip;
th = std::max( lth, rth );
int status = 0;
for( int i = begin + 1; i < end; ++i )
switch( status )
{
case 0: if( data[i] > th + 1 ) status = 1; break;
case 1: if( data[i] > th + 1 ) status = 2; else status = 0; break;
case 2: if( data[i] <= th ) status = 3; break;
case 3: if( data[i] > th + 1 ) return _istip;
}
_istip = (bool)( status >= 2 );
}
return _istip;
}
bool Profile::isctip( const int cpos ) throw()
{
if( _limit < 0 ) initialize();
if( samples() < 5 || cpos < 25 || cpos > 75 ) return false;
const int mid = ( ( samples() - 1 ) * cpos ) / 100;
const int iend = std::min( samples() / 4, std::min( mid, samples() - mid ) );
int th = std::max( 2, std::min( mean(), _limit / 3 ) );
int imax = -1;
for( int i = 0; i < iend; ++i )
{
if( data[mid+i] > th ) { imax = mid + i; break; }
if( data[mid-i-1] > th ) { imax = mid - i - 1; break; }
}
if( imax < 0 && mean() == 0 )
{
--th;
for( int i = 0; i < iend; ++i )
{
if( data[mid+i] > th ) { imax = mid + i; break; }
if( data[mid-i-1] > th ) { imax = mid - i - 1; break; }
}
}
if( imax < 0 ) return false;
th = std::max( th, data[imax] / 2 );
for( int i = imax + 1; i < samples(); ++i )
if( data[i] < th )
{
for( int j = imax - 1; j >= 0; --j ) if( data[j] < th ) return true;
break;
}
return false;
}
int Profile::imaximum() throw()
{
if( _limit < 0 ) initialize();
const int margin = ( samples() / 30 ) + 1;
int mbegin = 0, mend, mvalue = 0;
for( int i = margin; i < samples() - margin; ++i )
if( data[i] > mvalue ) { mvalue = data[i]; mbegin = i; }
for( mend = mbegin + 1; mend < samples(); ++mend )
if( data[mend] < mvalue ) break;
return ( mbegin + mend - 1 ) / 2;
}
int Profile::iminimum( int m, int th ) throw()
{
if( _limit < 0 ) initialize();
const int margin = ( samples() / 30 ) + 1;
if( samples() < 2 * margin ) return 0;
if( th < 2 ) th = ( mean() < 2 ) ? 2 : mean();
int minima = 0, status = 0;
int begin = 0, end, value = _limit + 1;
for( end = margin; end < samples() - margin; ++end )
{
if( status == 0 )
{ if( data[end] < th ) { status = 1; ++minima; begin = end; } }
else if( data[end] > th )
{ if( minima == m + 1 ) { --end; break; } else status = 0; }
}
if( end >= samples() ) --end;
if( minima != m + 1 ) return 0;
for( int i = begin; i <= end; ++i )
if( data[i] < value ) { value = data[i]; begin = i; }
for( ; end >= begin; --end ) if( data[end] == value ) break;
return ( begin + end ) / 2;
}
int Profile::minima( int th ) throw()
{
if( _limit < 0 ) initialize();
if( !samples() ) return 0;
if( th < 1 ) th = ( mean() < 2 ) ? 2 : mean();
const int noise = _limit / 40;
const int dth = th - ( ( noise + 1 ) / 2 ), uth = th + ( noise / 2 );
if( dth < 1 ) return 1;
int minima = ( data[0] < dth ) ? 1 : 0;
int status = ( minima ) ? 1 : 0;
for( int i = 1; i < samples(); ++i )
switch( status )
{
case 0: if( data[i] < dth ) { status = 1; ++minima; } break;
case 1: if( data[i] > uth ) status = 0; break;
}
return minima;
}
bool Profile::straight( int * _dy ) throw()
{
if( _limit < 0 ) initialize();
if( samples() < 5 ) return false;
const int xl = ( samples() / 30 ) + 1, yl = ( data[xl] + data[xl+1] ) / 2 ;
const int xr = samples() - xl - 1, yr = ( data[xr-1] + data[xr] ) / 2 ;
const int dx = xr - xl, dy = yr - yl;
if( dx <= 0 ) return false;
const int dmax = dx * ( ( samples() / 20 ) + 2 );
int faults = samples() / 10;
for( int i = 0; i < samples(); ++i )
{
int y = ( dx * yl ) + ( ( i - xl ) * dy );
int d = std::abs( ( dx * data[i] ) - y );
if( d >= dmax && ( ( dx * data[i] ) < y || ( i >= xl && i <= xr ) ) )
if( d > dmax || ( d == dmax && --faults < 0 ) ) return false;
}
if( _dy ) *_dy = dy;
return true;
}