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boost-1.70
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boost-1.70
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33c165552c |
@ -83,9 +83,9 @@ namespace boost {
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}
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#endif
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template <class T, bool a =
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template <class T, bool a =
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#ifndef BOOST_NO_CXX11_HDR_TYPE_TRAITS
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std::is_unsigned<T>::value ||
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std::is_unsigned<T>::value ||
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#endif
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(std::numeric_limits<T>::is_specialized && !std::numeric_limits<T>::is_signed)>
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struct gcd_traits_abs_defaults
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@ -210,28 +210,28 @@ namespace boost {
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// this works for signed types too, as by the time these functions
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// are called, all values are > 0.
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//
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template <> struct gcd_traits<long> : public gcd_traits_defaults<long>
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template <> struct gcd_traits<long> : public gcd_traits_defaults<long>
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{ BOOST_FORCEINLINE static unsigned make_odd(long& val)BOOST_NOEXCEPT{ unsigned result = gcd_traits<unsigned long>::find_lsb(val); val >>= result; return result; } };
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template <> struct gcd_traits<unsigned int> : public gcd_traits_defaults<unsigned int>
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template <> struct gcd_traits<unsigned int> : public gcd_traits_defaults<unsigned int>
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{ BOOST_FORCEINLINE static unsigned make_odd(unsigned int& val)BOOST_NOEXCEPT{ unsigned result = gcd_traits<unsigned long>::find_lsb(val); val >>= result; return result; } };
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template <> struct gcd_traits<int> : public gcd_traits_defaults<int>
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template <> struct gcd_traits<int> : public gcd_traits_defaults<int>
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{ BOOST_FORCEINLINE static unsigned make_odd(int& val)BOOST_NOEXCEPT{ unsigned result = gcd_traits<unsigned long>::find_lsb(val); val >>= result; return result; } };
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template <> struct gcd_traits<unsigned short> : public gcd_traits_defaults<unsigned short>
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template <> struct gcd_traits<unsigned short> : public gcd_traits_defaults<unsigned short>
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{ BOOST_FORCEINLINE static unsigned make_odd(unsigned short& val)BOOST_NOEXCEPT{ unsigned result = gcd_traits<unsigned long>::find_lsb(val); val >>= result; return result; } };
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template <> struct gcd_traits<short> : public gcd_traits_defaults<short>
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template <> struct gcd_traits<short> : public gcd_traits_defaults<short>
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{ BOOST_FORCEINLINE static unsigned make_odd(short& val)BOOST_NOEXCEPT{ unsigned result = gcd_traits<unsigned long>::find_lsb(val); val >>= result; return result; } };
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template <> struct gcd_traits<unsigned char> : public gcd_traits_defaults<unsigned char>
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template <> struct gcd_traits<unsigned char> : public gcd_traits_defaults<unsigned char>
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{ BOOST_FORCEINLINE static unsigned make_odd(unsigned char& val)BOOST_NOEXCEPT{ unsigned result = gcd_traits<unsigned long>::find_lsb(val); val >>= result; return result; } };
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template <> struct gcd_traits<signed char> : public gcd_traits_defaults<signed char>
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template <> struct gcd_traits<signed char> : public gcd_traits_defaults<signed char>
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{ BOOST_FORCEINLINE static unsigned make_odd(signed char& val)BOOST_NOEXCEPT{ unsigned result = gcd_traits<unsigned long>::find_lsb(val); val >>= result; return result; } };
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template <> struct gcd_traits<char> : public gcd_traits_defaults<char>
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template <> struct gcd_traits<char> : public gcd_traits_defaults<char>
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{ BOOST_FORCEINLINE static unsigned make_odd(char& val)BOOST_NOEXCEPT{ unsigned result = gcd_traits<unsigned long>::find_lsb(val); val >>= result; return result; } };
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#ifndef BOOST_NO_INTRINSIC_WCHAR_T
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template <> struct gcd_traits<wchar_t> : public gcd_traits_defaults<wchar_t>
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template <> struct gcd_traits<wchar_t> : public gcd_traits_defaults<wchar_t>
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{ BOOST_FORCEINLINE static unsigned make_odd(wchar_t& val)BOOST_NOEXCEPT{ unsigned result = gcd_traits<unsigned long>::find_lsb(val); val >>= result; return result; } };
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#endif
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#ifdef _M_X64
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template <> struct gcd_traits<__int64> : public gcd_traits_defaults<__int64>
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template <> struct gcd_traits<__int64> : public gcd_traits_defaults<__int64>
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{ BOOST_FORCEINLINE static unsigned make_odd(__int64& val)BOOST_NOEXCEPT{ unsigned result = gcd_traits<unsigned __int64>::find_lsb(val); val >>= result; return result; } };
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#endif
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@ -360,7 +360,7 @@ namespace boost {
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}
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/** Stein gcd (aka 'binary gcd')
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*
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*
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* From Mathematics to Generic Programming, Alexander Stepanov, Daniel Rose
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*/
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template <typename SteinDomain>
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@ -388,11 +388,11 @@ namespace boost {
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return m;
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}
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/** Euclidean algorithm
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*
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*
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* From Mathematics to Generic Programming, Alexander Stepanov, Daniel Rose
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*
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*
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*/
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template <typename EuclideanDomain>
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inline BOOST_CXX14_CONSTEXPR EuclideanDomain Euclid_gcd(EuclideanDomain a, EuclideanDomain b) BOOST_GCD_NOEXCEPT(EuclideanDomain)
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@ -494,10 +494,10 @@ inline typename boost::enable_if_c<std::numeric_limits<Integer>::is_specialized,
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*
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* Knuth counts down from n to zero but we naturally go from first to last.
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* We also return the termination position because it might be useful to know.
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*
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* Partly by quirk, partly by design, this algorithm is defined for n = 1,
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*
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* Partly by quirk, partly by design, this algorithm is defined for n = 1,
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* because the gcd of {x} is x. It is not defined for n = 0.
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*
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*
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* @tparam I Input iterator.
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* @return The gcd of the range and the iterator position at termination.
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*/
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@ -507,12 +507,13 @@ gcd_range(I first, I last) BOOST_GCD_NOEXCEPT(I)
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{
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BOOST_ASSERT(first != last);
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typedef typename std::iterator_traits<I>::value_type T;
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T d = *first++;
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T d = *first;
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++first;
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while (d != T(1) && first != last)
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{
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d = gcd(d, *first);
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first++;
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++first;
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}
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return std::make_pair(d, first);
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}
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@ -522,12 +523,13 @@ lcm_range(I first, I last) BOOST_GCD_NOEXCEPT(I)
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{
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BOOST_ASSERT(first != last);
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typedef typename std::iterator_traits<I>::value_type T;
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T d = *first++;
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while (d != T(1) && first != last)
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T d = *first;
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++first;
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while (d != T(0) && first != last)
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{
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d = lcm(d, *first);
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first++;
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++first;
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}
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return std::make_pair(d, first);
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}
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@ -544,7 +546,7 @@ public:
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typedef IntegerType second_argument_type;
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typedef IntegerType result_type;
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#endif
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IntegerType operator()(IntegerType const &a, IntegerType const &b)const
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IntegerType operator()(IntegerType const &a, IntegerType const &b) const
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{
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return boost::integer::gcd(a, b);
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}
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@ -542,6 +542,15 @@ void variadics()
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BOOST_TEST_EQ(boost::integer::gcd_range(i, i + 4).second, i + 4);
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BOOST_TEST_EQ(boost::integer::lcm_range(i, i + 4).first, 11704);
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BOOST_TEST_EQ(boost::integer::lcm_range(i, i + 4).second, i + 4);
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unsigned i_gcd_unity[] = { 44, 56, 1, 88 };
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BOOST_TEST_EQ(boost::integer::gcd_range(i_gcd_unity, i_gcd_unity + 4).first, 1);
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BOOST_TEST_EQ(boost::integer::gcd_range(i_gcd_unity, i_gcd_unity + 4).second, i_gcd_unity + 3);
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unsigned i_lcm_unity[] = { 44, 56, 0, 88 };
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BOOST_TEST_EQ(boost::integer::lcm_range(i_lcm_unity, i_lcm_unity + 4).first, 0);
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BOOST_TEST_EQ(boost::integer::lcm_range(i_lcm_unity, i_lcm_unity + 4).second, i_lcm_unity + 3);
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#ifndef BOOST_NO_CXX11_VARIADIC_TEMPLATES
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BOOST_TEST_EQ(boost::integer::gcd(i[0], i[1], i[2], i[3]), 4);
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BOOST_TEST_EQ(boost::integer::lcm(i[0], i[1], i[2], i[3]), 11704);
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