rgb.hh

// Copyright (C) 2007, 2008, 2009 EPITA Research and Development Laboratory (LRDE)
//
// This file is part of Olena.
//
// Olena 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, version 2 of the License.
//
// Olena 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 Olena.  If not, see <http://www.gnu.org/licenses/>.
//
// As a special exception, you may use this file as part of a free
// software project without restriction.  Specifically, if other files
// instantiate templates or use macros or inline functions from this
// file, or you compile this file and link it with other files to produce
// an executable, this file does not by itself cause the resulting
// executable to be covered by the GNU General Public License.  This
// exception does not however invalidate any other reasons why the
// executable file might be covered by the GNU General Public License.

#ifndef MLN_VALUE_RGB_HH
# define MLN_VALUE_RGB_HH


# include <mln/value/ops.hh>

// # include <mln/fun/v2v/hsl_to_rgb.hh>
# include <mln/value/concept/vectorial.hh>
# include <mln/value/int_u.hh>
# include <mln/algebra/vec.hh>

namespace mln
{

  // Forward declaration.
  namespace value { template <unsigned n> struct rgb; }



//   namespace fun
//   {

//     namespace v2v
//     {

//       template <typename T_rgb>
//       struct f_hsl_to_rgb_;

//       typedef f_hsl_to_rgb_< value::rgb<8> > f_hsl_to_rgb_3x8_t;
//       typedef f_hsl_to_rgb_< value::rgb<16> > f_hsl_to_rgb_3x16_t;

//       extern f_hsl_to_rgb_3x8_t f_hsl_to_rgb_3x8;
//       extern f_hsl_to_rgb_3x16_t f_hsl_to_rgb_3x16;

//     }

//   }


  namespace literal
  {
    struct black_t;
    struct white_t;

    struct light_gray_t;
    struct medium_gray_t;
    struct dark_gray_t;

    struct red_t;
    struct green_t;
    struct blue_t;
    struct brown_t;
    struct lime_t;
    struct orange_t;
    struct pink_t;
    struct purple_t;
    struct teal_t;
    struct violet_t;
    struct cyan_t;
    struct magenta_t;
    struct yellow_t;
    struct olive_t;
  }


//   // Forward declaration.
//   namespace value
//   {
//     template <typename H, typename S, typename L> class hsl_;
//   }


  namespace convert
  {

    namespace over_load
    {

      // algebra::vec -> rgb.
      template <typename T, unsigned m>
      void from_to_(const algebra::vec<3,T>& from, value::rgb<m>& to_);

      // bool -> rgb.
      template <unsigned m>
      void from_to_(bool from, value::rgb<m>& to);

      // int_u -> rgb.
      template <unsigned m>
      void from_to_(const value::int_u<m>& from, value::rgb<m>& to);

//       // hsl -> rgb8.
//       template <typename H, typename S, typename L>
//       void from_to_(const value::hsl_<H,S,L>&, value::rgb<8>& to);

//       // hsl -> rgb16.
//       template <typename H, typename S, typename L>
//       void from_to_(const value::hsl_<H,S,L>&, value::rgb<16>& to);

      // rgb -> bool.
      template <unsigned m>
      void from_to_(const value::rgb<m>& from, bool& to);

    } // end of namespace mln::convert::over_load

  } // end of namespace mln::convert


  namespace trait
  {
    template < unsigned n >
    struct set_precise_binary_< op::plus, mln::value::rgb<n>, mln::value::rgb<n> >
    {
      typedef mln::value::rgb<n> ret;
    };

    template < unsigned n >
    struct set_precise_binary_< op::minus, mln::value::rgb<n>, mln::value::rgb<n> >
    {
      typedef mln::value::rgb<n> ret;
    };

    template < unsigned n, typename S >
    struct set_precise_binary_< op::times, mln::value::rgb<n>, mln::value::scalar_<S> >
    {
      typedef mln::value::rgb<n> ret;
    };

    template < unsigned n, typename S >
    struct set_precise_binary_< op::div, mln::value::rgb<n>, mln::value::scalar_<S> >
    {
      typedef mln::value::rgb<n> ret;
    };


    // FIXME : Is there any way more generic? a way to factor
    //  set_precise_binary_< op::div, mln::value::rgb<n>, mln::value::scalar_<S> >
    //  and
    //  set_precise_binary_< op::div, mln::value::rgb<n>, mln::value::int_u<m> >
    //  as for op::times.

    template < unsigned n, unsigned m >
    struct set_precise_binary_< op::times, mln::value::rgb<n>, mln::value::int_u<m> >
    {
      typedef mln::value::rgb<n> ret;
    };

    template < unsigned n, unsigned m >
    struct set_precise_binary_< op::div, mln::value::rgb<n>, mln::value::int_u<m> >
    {
      typedef mln::value::rgb<n> ret;
    };


//     template < unsigned n, typename I >
//     struct set_binary_< op::times,
//                      mln::value::Vectorial, mln::value::rgb<n>,
//                      mln::value::Integer, I >
//     {
//       typedef mln::value::rgb<n> ret;
//     };

//     template < unsigned n, typename S >
//     struct set_binary_< op::times,
//                      mln::value::Scalar, S,
//                      mln::value::Vectorial, mln::value::rgb<n> >
//     {
//       typedef mln::value::rgb<n> ret;
//     };

    template <unsigned n>
    struct value_< mln::value::rgb<n> >
    {
      enum {
        dim = 3,
        nbits = dim * n,
        card  = mln_value_card_from_(nbits)
      };

      typedef trait::value::nature::vectorial nature;
      typedef trait::value::kind::color       kind;
      typedef mln_value_quant_from_(card)     quant;

      typedef void comp;
      typedef mln::value::int_u<n> comp_0;
      typedef mln::value::int_u<n> comp_1;
      typedef mln::value::int_u<n> comp_2;

      template <typename V> static comp_0 get_comp_0(const V& v) { return v.red(); }
      template <typename V> static comp_1 get_comp_1(const V& v) { return v.green(); }
      template <typename V> static comp_2 get_comp_2(const V& v) { return v.blue(); }

      typedef algebra::vec<dim, float> sum;

      static const char* name()
      {
        static std::string s = std::string("rgb").append(1, n + '0');
        return s.c_str();
      }

    };

  } // end of namespace trait



  namespace value
  {

    template <unsigned n>
    struct rgb
      :
      public Vectorial< rgb<n> >
      ,
      public internal::value_like_< algebra::vec< 3, int_u<n> >, // Equivalent.
                                    algebra::vec< 3, int_u<n> >, // Encoding.
                                    algebra::vec< 3, int >,      // Interoperation.
                                    rgb<n> >                     // Exact.
    {
    public:

      typedef int_u<n> red_t;
      typedef int_u<n> green_t;
      typedef int_u<n> blue_t;

      int_u<n>  red() const   { return this->v_[0]; }
      int_u<n>& red()         { return this->v_[0]; }

      int_u<n>  green() const { return this->v_[1]; }
      int_u<n>& green()       { return this->v_[1]; }

      int_u<n>  blue() const  { return this->v_[2]; }
      int_u<n>& blue()        { return this->v_[2]; }

      int_u<n>  comp(unsigned k) const { return this->v_[k]; }
      int_u<n>& comp(unsigned k)       { return this->v_[k]; }

      rgb<n>();

      rgb<n>(int r, int g, int b);

      rgb<n>(const algebra::vec<3, int>& rhs);
      rgb<n>(const algebra::vec<3, unsigned>& rhs);
      rgb<n>(const algebra::vec<3, int_u<n> >& rhs);

      // Conversion to the interoperation type.
      operator algebra::vec<3, int>() const   { return this->v_; }
      // Conversion to the sum type.
      operator algebra::vec<3, float>() const { return this->v_; }

      rgb<n>(const mln::literal::white_t&);
      rgb<n>(const mln::literal::black_t&);

      rgb<n>(const mln::literal::light_gray_t&);
      rgb<n>(const mln::literal::medium_gray_t&);
      rgb<n>(const mln::literal::dark_gray_t&);

      rgb<n>(const mln::literal::red_t&);
      rgb<n>(const mln::literal::blue_t&);
      rgb<n>(const mln::literal::green_t&);
      rgb<n>(const mln::literal::brown_t&);
      rgb<n>(const mln::literal::lime_t&);
      rgb<n>(const mln::literal::orange_t&);
      rgb<n>(const mln::literal::pink_t&);
      rgb<n>(const mln::literal::purple_t&);
      rgb<n>(const mln::literal::teal_t&);
      rgb<n>(const mln::literal::violet_t&);
      rgb<n>(const mln::literal::cyan_t&);
      rgb<n>(const mln::literal::magenta_t&);
      rgb<n>(const mln::literal::yellow_t&);
      rgb<n>(const mln::literal::olive_t&);

      rgb<n>& operator=(const rgb<n>& rhs);

      static const rgb<n> zero;
    };



    template <unsigned n>
    std::ostream& operator<<(std::ostream& ostr, const rgb<n>& c);

    template <unsigned n>
    std::istream& operator>>(std::istream& istr, rgb<n>& c);


    /* FIXME: We should not need to define these operators, thanks to
       Milena's global operator resolution mechanism based on
       mln::Object.  See what prevent us to use this mechanism.  */

    /* FIXME: Cannot work for i negative; add traits! (2008-02-16,
       Roland: What does this comment mean?)  */

    template <unsigned n>
    typename rgb<n>::interop
    operator+(const rgb<n>& lhs, const rgb<n>& rhs);

    template <unsigned n>
    typename rgb<n>::interop
    operator+(const typename rgb<n>::interop& lhs, const rgb<n>& rhs);

    template <unsigned n>
    typename rgb<n>::interop
    operator+(const rgb<n>& lhs, const typename rgb<n>::interop& rhs);

    template <unsigned n>
    typename rgb<n>::interop
    operator-(const rgb<n>& lhs, const rgb<n>& rhs);

    template <unsigned n>
    typename rgb<n>::interop
    operator-(const typename rgb<n>::interop& lhs, const rgb<n>& rhs);

    template <unsigned n>
    typename rgb<n>::interop
    operator-(const rgb<n>& lhs, const typename rgb<n>::interop& rhs);

    template <unsigned n, typename S>
    inline
    typename rgb<n>::interop
    operator*(const rgb<n>& lhs, const mln::value::scalar_<S>& s);

    template <unsigned n, typename S>
    inline
    typename rgb<n>::interop
    operator*(const mln::value::scalar_<S>& s, const rgb<n>& lhs);

    template <unsigned n, typename S>
    inline
    typename rgb<n>::interop
    operator/(const rgb<n>& lhs, const mln::value::scalar_<S>& s);


  } // end of namespace mln::value

} // end of namespace mln


// // Needed by from_to_.
// # include <mln/fun/v2v/rgb_to_hsl.hh>


# ifndef MLN_INCLUDE_ONLY

namespace mln
{

  namespace value
  {

    /*---------------.
    | Construction.  |
    `---------------*/

    template <unsigned n>
    inline
    rgb<n>::rgb()
    {
    }

    template <unsigned n>
    inline
    rgb<n>::rgb(const algebra::vec<3, int>& v)
    {
      this->v_ = v;
    }

    template <unsigned n>
    inline
    rgb<n>::rgb(const algebra::vec<3, unsigned>& v)
    {
      this->v_ = v;
    }

    template <unsigned n>
    inline
    rgb<n>::rgb(const algebra::vec<3, int_u<n> >& v)
    {
      this->v_ = v;
    }

    template <unsigned n>
    inline
    rgb<n>::rgb(int r, int g, int b)
    {
      mln_precondition(r >= 0);
      mln_precondition(g >= 0);
      mln_precondition(b >= 0);
      mln_precondition(unsigned(r) <= mln_max(int_u<n>));
      mln_precondition(unsigned(g) <= mln_max(int_u<n>));
      mln_precondition(unsigned(b) <= mln_max(int_u<n>));
      this->v_[0] = r;
      this->v_[1] = g;
      this->v_[2] = b;
    }

    template <unsigned n>
    inline
    rgb<n>::rgb(const mln::literal::white_t&)
    {
      this->v_[0] = mln_max(int_u<n>);
      this->v_[1] = mln_max(int_u<n>);
      this->v_[2] = mln_max(int_u<n>);
    }

    template <unsigned n>
    inline
    rgb<n>::rgb(const mln::literal::black_t&)
    {
      this->v_[0] = 0;
      this->v_[1] = 0;
      this->v_[2] = 0;
    }

    template <unsigned n>
    inline
    rgb<n>::rgb(const mln::literal::light_gray_t&)
    {
      this->v_[0] = mln_max(int_u<n>) * 0.75;
      this->v_[1] = mln_max(int_u<n>) * 0.75;
      this->v_[2] = mln_max(int_u<n>) * 0.75;
    }

    template <unsigned n>
    inline
    rgb<n>::rgb(const mln::literal::medium_gray_t&)
    {
      this->v_[0] = mln_max(int_u<n>) * 0.50;
      this->v_[1] = mln_max(int_u<n>) * 0.50;
      this->v_[2] = mln_max(int_u<n>) * 0.50;
    }

    template <unsigned n>
    inline
    rgb<n>::rgb(const mln::literal::dark_gray_t&)
    {
      this->v_[0] = mln_max(int_u<n>) * 0.25;
      this->v_[1] = mln_max(int_u<n>) * 0.25;
      this->v_[2] = mln_max(int_u<n>) * 0.25;
    }

    template <unsigned n>
    inline
    rgb<n>::rgb(const mln::literal::red_t&)
    {
      this->v_[0] = mln_max(int_u<n>);
      this->v_[1] = 0;
      this->v_[2] = 0;
    }

    template <unsigned n>
    inline
    rgb<n>::rgb(const mln::literal::green_t&)
    {
      this->v_[0] = 0;
      this->v_[1] = mln_max(int_u<n>);
      this->v_[2] = 0;
    }

    template <unsigned n>
    inline
    rgb<n>::rgb(const mln::literal::blue_t&)
    {
      this->v_[0] = 0;
      this->v_[1] = 0;
      this->v_[2] = mln_max(int_u<n>);
    }

    template <unsigned n>
    inline
    rgb<n>::rgb(const mln::literal::brown_t&)
    {
      this->v_[0] = mln_max(int_u<n>) * 0.75;
      this->v_[1] = mln_max(int_u<n>) * 0.50;
      this->v_[2] = mln_max(int_u<n>) * 0.25;
    }

    template <unsigned n>
    inline
    rgb<n>::rgb(const mln::literal::lime_t&)
    {
      this->v_[0] = mln_max(int_u<n>) * 0.75;
      this->v_[1] = mln_max(int_u<n>);
      this->v_[2] = 0;
    }

    template <unsigned n>
    inline
    rgb<n>::rgb(const mln::literal::orange_t&)
    {
      this->v_[0] = mln_max(int_u<n>);
      this->v_[1] = mln_max(int_u<n>) * 0.50;
      this->v_[2] = 0;
    }

    template <unsigned n>
    inline
    rgb<n>::rgb(const mln::literal::pink_t&)
    {
      this->v_[0] = mln_max(int_u<n>);
      this->v_[1] = mln_max(int_u<n>) * 0.75;
      this->v_[2] = mln_max(int_u<n>) * 0.75;
    }

    template <unsigned n>
    inline
    rgb<n>::rgb(const mln::literal::purple_t&)
    {
      this->v_[0] = mln_max(int_u<n>) * 0.75;
      this->v_[1] = 0;
      this->v_[2] = mln_max(int_u<n>) * 0.25;
    }

    template <unsigned n>
    inline
    rgb<n>::rgb(const mln::literal::teal_t&)
    {
      this->v_[0] = 0;
      this->v_[1] = mln_max(int_u<n>) * 0.50;
      this->v_[2] = mln_max(int_u<n>) * 0.50;
    }

    template <unsigned n>
    inline
    rgb<n>::rgb(const mln::literal::violet_t&)
    {
      this->v_[0] = mln_max(int_u<n>) * 0.50;
      this->v_[1] = 0;
      this->v_[2] = mln_max(int_u<n>) * 0.50;
    }

    template <unsigned n>
    inline
    rgb<n>::rgb(const mln::literal::cyan_t&)
    {
      this->v_[0] = 0;
      this->v_[1] = mln_max(int_u<n>);
      this->v_[2] = mln_max(int_u<n>);
    }

    template <unsigned n>
    inline
    rgb<n>::rgb(const mln::literal::magenta_t&)
    {
      this->v_[0] = mln_max(int_u<n>);
      this->v_[1] = 0;
      this->v_[2] = mln_max(int_u<n>);
    }

    template <unsigned n>
    inline
    rgb<n>::rgb(const mln::literal::yellow_t&)
    {
      this->v_[0] = mln_max(int_u<n>);
      this->v_[1] = mln_max(int_u<n>);
      this->v_[2] = 0;
    }

    template <unsigned n>
    inline
    rgb<n>::rgb(const mln::literal::olive_t&)
    {
      this->v_[0] = mln_max(int_u<n>) * 0.50;
      this->v_[1] = mln_max(int_u<n>) * 0.50;
      this->v_[2] = 0;
    }

    template <unsigned n>
    inline
    rgb<n>&
    rgb<n>::operator=(const rgb<n>& rhs)
    {
      if (& rhs == this)
        return *this;
      this->v_ = rhs.v_;
      return *this;
    }

    template <unsigned n>
    const rgb<n> rgb<n>::zero(0,0,0);

    /*------------.
    | Operators.  |
    `------------*/

    template <unsigned n>
    inline
    typename rgb<n>::interop
    operator+(const rgb<n>& lhs, const rgb<n>& rhs)
    {
      typename rgb<n>::interop tmp(lhs.to_interop() + rhs.to_interop());
      return tmp;
    }

    template <unsigned n>
    inline
    typename rgb<n>::interop
    operator+(const rgb<n>& lhs, const typename rgb<n>::interop& rhs)
    {
      typename rgb<n>::interop tmp(lhs.to_interop() + rhs);
      return tmp;
    }

    template <unsigned n>
    inline
    typename rgb<n>::interop
    operator+(const typename rgb<n>::interop& lhs, const rgb<n>& rhs)
    {
      typename rgb<n>::interop tmp(lhs + rhs.to_interop());
      return tmp;
    }

    template <unsigned n>
    inline
    typename rgb<n>::interop
    operator-(const rgb<n>& lhs, const rgb<n>& rhs)
    {
      typename rgb<n>::interop tmp(lhs.to_interop() - rhs.to_interop());
      return tmp;
    }

    template <unsigned n>
    inline
    typename rgb<n>::interop
    operator-(const rgb<n>& lhs, const typename rgb<n>::interop& rhs)
    {
      typename rgb<n>::interop tmp(lhs.to_interop() - rhs);
      return tmp;
    }

    template <unsigned n>
    inline
    typename rgb<n>::interop
    operator-(const typename rgb<n>::interop& lhs, const rgb<n>& rhs)
    {
      typename rgb<n>::interop tmp(lhs - rhs.to_interop());
      return tmp;
    }

    template <unsigned n, typename S>
    inline
    typename rgb<n>::interop
    operator*(const rgb<n>& lhs, const mln::value::scalar_<S>& s)
    {
      typename rgb<n>::interop tmp(lhs.to_interop() * s.to_equiv());
      return tmp;
    }

    template <unsigned n, typename S>
    inline
    typename rgb<n>::interop
    operator*(const mln::value::scalar_<S>& s, const rgb<n>& lhs)
    {
      typename rgb<n>::interop tmp(s.to_equiv() * lhs.to_interop());
      return tmp;
    }

    template <unsigned n, typename S>
    inline
    typename rgb<n>::interop
    operator/(const rgb<n>& lhs, const mln::value::scalar_<S>& s)
    {
      typename rgb<n>::interop tmp(lhs.to_interop() / s.to_equiv());
      return tmp;
    }

    template <unsigned n>
    inline
    std::ostream& operator<<(std::ostream& ostr, const rgb<n>& v)
    {
      return ostr << '(' << debug::format(v.red())
                  << ',' << debug::format(v.green())
                  << ',' << debug::format(v.blue())
                  << ')';
    }

    template <unsigned n>
    inline
    std::istream& operator>>(std::istream& istr, rgb<n>& c)
    {
      return istr >> c.red() >> c.green() >> c.blue();
    }

  } // end of namespace mln::value


  namespace convert
  {

    namespace over_load
    {

      // algebra::vec -> rgb.
      template <typename T, unsigned m>
      inline
      void
      from_to_(const algebra::vec<3,T>& from, value::rgb<m>& to)
      {
        algebra::vec<3, unsigned> tmp;
        for (unsigned i = 0; i < 3; ++i)
          tmp[i] = static_cast<unsigned>(from[i]); // FIXME: Use from_to_ instead of cast.

        to = value::rgb<m>(tmp);
      }

      // bool -> rgb.
      template <unsigned m>
      void
      from_to_(bool from, value::rgb<m>& to)
      {
        static literal::white_t* white_ = 0;
        static literal::black_t* black_ = 0;
        // We do not use literal::white (the object) so that we
        // do not introduce any coupling with the file where
        // literals are defined.
        if (from)
          to = *white_;
        else
          to = *black_;
      }

      template <unsigned m>
      void
      from_to_(const value::int_u<m>& from, value::rgb<m>& to)
      {
        to = value::rgb<m>(from, from, from);
      }

//       template <typename H, typename S, typename L>
//       void
//       from_to_(const value::hsl_<H,S,L>& from, value::rgb<8>& to)
//       {
//      to = fun::v2v::f_hsl_to_rgb_3x8(from);
//       }

//       template <typename H, typename S, typename L>
//       void
//       from_to_(const value::hsl_<H,S,L>& from, value::rgb<16>& to)
//       {
//      to = fun::v2v::f_hsl_to_rgb_3x16(from);
//       }

      template <unsigned m>
      void
      from_to_(const value::rgb<m>& from, bool& to)
      {
        to = (from.red() != 0 && from.green() != 0 && from.blue() != 0);
      }

    } // end of namespace mln::convert::over_load

  } // end of namespace mln::convert

} // end of namespace mln

# endif // ! MLN_INCLUDE_ONLY


#endif // ! MLN_VALUE_RGB_HH