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 // Copyright (C) 2010, Guy Barrand. All rights reserved.
 // See the file tools.license for terms.
 
 #ifndef tools_vec3
 #define tools_vec3
 
 #include <cstddef> //size_t
 
 #ifdef TOOLS_MEM
 #include "../mem"
 #endif
 
 namespace tools {
 
 template <class T>
 class vec3 {
 #ifdef TOOLS_MEM
   static const std::string& s_class() {
     static const std::string s_v("tools::vec3");
     return s_v;
   }
 #endif
 public:
   typedef T elem_t;
   unsigned int dimension() const {return 3;}
 public:
   vec3(){
 #ifdef TOOLS_MEM
     mem::increment(s_class().c_str());
 #endif
     m_data[0] = T();
     m_data[1] = T();
     m_data[2] = T();
   }
   vec3(const T a_vec[3]) {
 #ifdef TOOLS_MEM
     mem::increment(s_class().c_str());
 #endif
     m_data[0] = a_vec[0];
     m_data[1] = a_vec[1];
     m_data[2] = a_vec[2];
   }
   vec3(const T& a0,const T& a1,const T& a2
 #ifdef TOOLS_MEM
        ,bool a_inc = true
 #endif
        ) {
 #ifdef TOOLS_MEM
     if(a_inc) mem::increment(s_class().c_str());
 #endif
     m_data[0] = a0;
     m_data[1] = a1;
     m_data[2] = a2;
   }
   virtual ~vec3() {
 #ifdef TOOLS_MEM
     mem::decrement(s_class().c_str());
 #endif
   }
 public:
   vec3(const vec3& a_from){
 #ifdef TOOLS_MEM
     mem::increment(s_class().c_str());
 #endif
     m_data[0] = a_from.m_data[0];
     m_data[1] = a_from.m_data[1];
     m_data[2] = a_from.m_data[2];
   }
   vec3& operator=(const vec3& a_from) {
     m_data[0] = a_from.m_data[0];
     m_data[1] = a_from.m_data[1];
     m_data[2] = a_from.m_data[2];
     return *this;
   }
 public:
   const T& v0() const { return m_data[0];}
   const T& v1() const { return m_data[1];}
   const T& v2() const { return m_data[2];}
 
   void v0(const T& a_value) { m_data[0] = a_value;}
   void v1(const T& a_value) { m_data[1] = a_value;}
   void v2(const T& a_value) { m_data[2] = a_value;}
 
   const T& x() const {return m_data[0];}
   const T& y() const {return m_data[1];}
   const T& z() const {return m_data[2];}
 
   T& x() {return m_data[0];}
   T& y() {return m_data[1];}
   T& z() {return m_data[2];}
 
   void set_value(const T& a0,const T& a1,const T& a2) {
     m_data[0] = a0;
     m_data[1] = a1;
     m_data[2] = a2;
   }
   void set_value(const T aV[3]) {
     m_data[0] = aV[0];
     m_data[1] = aV[1];
     m_data[2] = aV[2];
   }
   void value(T& a0,T& a1,T& a2) const {
     a0 = m_data[0];
     a1 = m_data[1];
     a2 = m_data[2];
   }
 
   //bool set_value(unsigned int a_index,const T& a_value) {
   //  if(a_index>=3) return false;
   //  m_[a_index] = a_value;
   //  return true;
   //}
 
   T length(T(*a_sqrt)(T)) const {
     return a_sqrt(m_data[0]*m_data[0]+m_data[1]*m_data[1]+m_data[2]*m_data[2]);
   }
 
   T normalize(T(*a_sqrt)(T)) {
     T norme = length(a_sqrt);
     if(norme==T()) return T();
     divide(norme);
     return norme;
   }
 
   T dot(const vec3& aV) const {
     return (m_data[0] * aV.m_data[0] +
             m_data[1] * aV.m_data[1] +
             m_data[2] * aV.m_data[2]);
   }
 
   void cross(const vec3<T>& aV,vec3<T>& a_value) const {
     a_value.set_value(m_data[1] * aV.m_data[2] - m_data[2] * aV.m_data[1],
                       m_data[2] * aV.m_data[0] - m_data[0] * aV.m_data[2],
                       m_data[0] * aV.m_data[1] - m_data[1] * aV.m_data[0]);
   }
 
   bool equal(const vec3& aV) const {
     if(m_data[0]!=aV.m_data[0]) return false;
     if(m_data[1]!=aV.m_data[1]) return false;
     if(m_data[2]!=aV.m_data[2]) return false;
     return true;
   }
 
   template <class PREC>
   bool equal_prec(const vec3& a_v,PREC a_prec,PREC(*a_fabs)(const T&)) const {
     if(&a_v==this) return true;
     for(unsigned int index=0;index<3;index++) {
       T diff = m_data[index]-a_v.m_data[index];
       if(a_fabs(diff)>=a_prec) return false;
     }
     return true;
   }
 
   vec3<T> _cross(const vec3<T>& aV) const {
     //not effective.
     return vec3<T>(m_data[1] * aV.m_data[2] - m_data[2] * aV.m_data[1],
                    m_data[2] * aV.m_data[0] - m_data[0] * aV.m_data[2],
                    m_data[0] * aV.m_data[1] - m_data[1] * aV.m_data[0]);
   }
 
   bool divide(const T& a_T) {
     if(a_T==T()) return false;
     m_data[0] /= a_T;
     m_data[1] /= a_T;
     m_data[2] /= a_T;
     return true;
   }
 
   void multiply(const T& a_T) {
     m_data[0] *= a_T;
     m_data[1] *= a_T;
     m_data[2] *= a_T;
   }
 
   void add(const vec3& a_v) {
     m_data[0] += a_v.m_data[0];
     m_data[1] += a_v.m_data[1];
     m_data[2] += a_v.m_data[2];
   }
 
   void add(const T& a0,const T& a1,const T& a2) {
     m_data[0] += a0;
     m_data[1] += a1;
     m_data[2] += a2;
   }
 
   void subtract(const vec3& a_v) {
     m_data[0] -= a_v.m_data[0];
     m_data[1] -= a_v.m_data[1];
     m_data[2] -= a_v.m_data[2];
   }
 
   void subtract(const T& a0,const T& a1,const T& a2) {
     m_data[0] -= a0;
     m_data[1] -= a1;
     m_data[2] -= a2;
   }
 
   bool cos_angle(const vec3& a_v,T& a_cos,T(*a_sqrt)(T)) const {
     //WARNING : if ret false, a_cos is not set.
     T this_length = length(a_sqrt);
     if(this_length==T()) return false;
     T a_v_length = a_v.length(a_sqrt);
     if(a_v_length==T()) return false;
     a_cos = dot(a_v)/(this_length*a_v_length);
     return true;
   }
 
   bool theta_phi(T& a_theta,T& a_phi,T(*a_sqrt)(T),T(*a_atan2)(T,T)) const {
     //WARNING : if ret false, a_theta, a_phi are not set.
     if(length(a_sqrt)==T()) return false;
     a_phi = a_atan2(m_data[1],m_data[0]);
     T xy = a_sqrt(m_data[0]*m_data[0]+m_data[1]*m_data[1]);
     a_theta = a_atan2(xy,m_data[2]);
     return true;
   }
 
 public: //operators
   T& operator[](size_t a_index) {
     //WARNING : no check on a_index.
     return m_data[a_index];
   }
   const T& operator[](size_t a_index) const {
     //WARNING : no check on a_index.
     return m_data[a_index];
   }
 
   vec3& operator*=(const T& a_v) {
     m_data[0] *= a_v;
     m_data[1] *= a_v;
     m_data[2] *= a_v;
     return *this;
   }
 
   vec3 operator+(const vec3& a_v) const {
     return vec3(m_data[0]+a_v.m_data[0],
                 m_data[1]+a_v.m_data[1],
                 m_data[2]+a_v.m_data[2]);
   }
 
   vec3 operator-(const vec3& a_v) const {
     return vec3(m_data[0]-a_v.m_data[0],
                 m_data[1]-a_v.m_data[1],
                 m_data[2]-a_v.m_data[2]);
   }
 
   vec3 operator*(const T& a_v) const {
     return vec3(m_data[0]*a_v,
                 m_data[1]*a_v,
                 m_data[2]*a_v);
   }
 
   vec3 operator/(const T& a_v) const {
     if(a_v==T()) return vec3();
     return vec3(m_data[0]/a_v,
                 m_data[1]/a_v,
                 m_data[2]/a_v);
   }
 
   bool operator==(const vec3& a_v) const {return equal(a_v);}
   bool operator!=(const vec3& a_v) const {return !operator==(a_v);}
 
 public: //for tools/sg/sf_vec
   typedef unsigned int size_type;
   size_type size() const {return 3;}
   const T* data() const {return m_data;}
   size_type data_size() const {return 3;} //for eqT.
 public: //for iv2sg
   const T* getValue() const {return m_data;}
   void setValue(const T& a0,const T& a1,const T& a2) {
     m_data[0] = a0;
     m_data[1] = a1;
     m_data[2] = a2;
   }
   void getValue(T& a0,T& a1,T& a2) const {
     a0 = m_data[0];
     a1 = m_data[1];
     a2 = m_data[2];
   }
   void setValue(const vec3& a_v) {
     m_data[0] = a_v.m_data[0];
     m_data[1] = a_v.m_data[1];
     m_data[2] = a_v.m_data[2];
   }
   void setValue(const T aV[3]) {
     m_data[0] = aV[0];
     m_data[1] = aV[1];
     m_data[2] = aV[2];
   }
 
   vec3& setValue(const vec3& a_bary,
                  const vec3& a_v0,const vec3& a_v1,const vec3& a_v2) {
     m_data[0] = a_bary[0]*a_v0[0]+a_bary[1]*a_v1[0]+a_bary[2]*a_v2[0];
     m_data[1] = a_bary[0]*a_v0[1]+a_bary[1]*a_v1[1]+a_bary[2]*a_v2[1];
     m_data[2] = a_bary[0]*a_v0[2]+a_bary[1]*a_v1[2]+a_bary[2]*a_v2[2];
     return *this;
   }
 
 public:
 #if defined(TOOLS_MEM) && !defined(TOOLS_MEM_ATEXIT)
   static const vec3<T>& s_x() {static const vec3<T> s_v(1,0,0,false);return s_v;}
   static const vec3<T>& s_y() {static const vec3<T> s_v(0,1,0,false);return s_v;}
   static const vec3<T>& s_z() {static const vec3<T> s_v(0,0,1,false);return s_v;}
 #else
   static const vec3<T>& s_x() {static const vec3<T> s_v(1,0,0);return s_v;}
   static const vec3<T>& s_y() {static const vec3<T> s_v(0,1,0);return s_v;}
   static const vec3<T>& s_z() {static const vec3<T> s_v(0,0,1);return s_v;}
 #endif
 protected:
   T m_data[3];
 
 private:static void check_instantiation() {vec3<float> v;}
 };
 
 //for sf, mf :
 template <class T>
 inline const T* get_data(const vec3<T>& a_v) {return a_v.data();}
 
 template <class T>
 inline void get_normal(const vec3<T>& a_p0,const vec3<T>& a_p1,const vec3<T>& a_p2,vec3<T>& a_nm,
                        vec3<T>& a_tmp_1,vec3<T>& a_tmp_2,T(*a_sqrt)(T)) {
   // Used to optimize sg::bin().
   //(a_p1-a_p0).cross(a_p2-a_p1,a_nm);
 
   a_tmp_1 = a_p1;
   a_tmp_1.subtract(a_p0);
 
   a_tmp_2 = a_p2;
   a_tmp_2.subtract(a_p1);
 
   a_tmp_1.cross(a_tmp_2,a_nm);
 
   a_nm.normalize(a_sqrt);
 }
 
 /*
 template <class VEC3>
 inline void get_normal(const VEC3& a_p0,const VEC3& a_p1,const VEC3& a_p2,VEC3& a_nm) {
   VEC3 tmp1,tmp2;
   get_normal(a_p0,a_p1,a_p2,a_nm,tmp1,tmp2);
 }
 */
 template <class VEC3>
 inline void direction(const VEC3& a_p0,const VEC3& a_p1,const VEC3& a_p2,VEC3& a_value) {
   // Orientation is computed by taking (p1 - p0) x (p2 - p0)
   VEC3 P = a_p1;
   P.subtract(a_p0);
   VEC3 P2 = a_p2;
   P2.subtract(a_p0);
   P.cross(P2,a_value);
 }
 
 template <class VEC3>
 inline void area(const VEC3& a_p0,const VEC3& a_p1,const VEC3& a_p2,typename VEC3::elem_t& a_value,
                  VEC3& a_tmp_1,VEC3& a_tmp_2,VEC3& a_tmp_3) {
   // area of the triangle (a_p0,a_p1,a_p2)
   typedef typename VEC3::elem_t T;
 
   a_tmp_1 = a_p1;
   a_tmp_1.subtract(a_p0);
 
   a_tmp_2 = a_p2;
   a_tmp_2.subtract(a_p1);
 
   a_tmp_1.cross(a_tmp_2,a_tmp_3);
 
   a_value = a_tmp_3.length()/T(2);
 }
 
 template <class VEC3>
 inline void area(const VEC3& a_p0,const VEC3& a_p1,const VEC3& a_p2,typename VEC3::elem_t& a_value) {
   VEC3 tmp1,tmp2,tmp3;
   area(a_p0,a_p1,a_p2,a_value,tmp1,tmp2,tmp3);
 }
 
 template <class T>
 inline void direction(const T& a_0_x,const T& a_0_y,const T& a_0_z,
                       const T& a_1_x,const T& a_1_y,const T& a_1_z,
                       const T& a_2_x,const T& a_2_y,const T& a_2_z,vec3<T>& a_value) {
   direction(vec3<T>(a_0_x,a_0_y,a_0_z),
             vec3<T>(a_1_x,a_1_y,a_1_z),
             vec3<T>(a_2_x,a_2_y,a_2_z),a_value);
 }
 
 }
 
 #include <ostream>
 
 namespace tools {
 
 // for sf_vec::dump().
 template <class T>
 inline std::ostream& operator<<(std::ostream& a_out,const vec3<T>& a_this){
   a_out << "x = " << a_this.v0()
         << ",y = " << a_this.v1()
         << ",z = " << a_this.v2();
   return a_out;
 }
 
 }
 
 #endif

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