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assimp/MathFunctions.h
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41 
42 #pragma once
43 
44 #ifdef __GNUC__
45 # pragma GCC system_header
46 #endif
47 
53 #include <limits>
54 
55 namespace Assimp {
56 namespace Math {
57 
62 template <typename IntegerType>
63 inline IntegerType gcd( IntegerType a, IntegerType b ) {
64  const IntegerType zero = (IntegerType)0;
65  while ( true ) {
66  if ( a == zero ) {
67  return b;
68  }
69  b %= a;
70 
71  if ( b == zero ) {
72  return a;
73  }
74  a %= b;
75  }
76 }
77 
82 template < typename IntegerType >
83 inline IntegerType lcm( IntegerType a, IntegerType b ) {
84  const IntegerType t = gcd (a,b);
85  if (!t) {
86  return t;
87  }
88  return a / t * b;
89 }
92 template<class T>
93 inline T getEpsilon() {
94  return std::numeric_limits<T>::epsilon();
95 }
96 
99 template<class T>
100 inline T PI() {
101  return static_cast<T>(3.14159265358979323846);
102 }
103 
104 } // namespace Math
105 } // namespace Assimp
Assimp::Math::getEpsilon
T getEpsilon()
Will return the smallest epsilon-value for the requested type.
Definition: assimp/MathFunctions.h:93
Assimp::Math::lcm
IntegerType lcm(IntegerType a, IntegerType b)
Will return the greatest common divisor.
Definition: assimp/MathFunctions.h:83
Assimp::Math::gcd
IntegerType gcd(IntegerType a, IntegerType b)
Will return the greatest common divisor.
Definition: assimp/MathFunctions.h:63
Assimp::Math::PI
T PI()
Will return the constant PI for the requested type.
Definition: assimp/MathFunctions.h:100
Assimp
Definition: ai_assert.h:50