Equivalent to C++14's std::integer_sequence.
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template<std::size_t N> |
| using | meta::size_t = std::integral_constant<std::size_t, N> |
| | An integral constant wrapper for std::size_t.
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template<bool B> |
| using | meta::bool_ = std::integral_constant<bool, B> |
| | An integral constant wrapper for bool.
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template<int I> |
| using | meta::int_ = std::integral_constant<int, I> |
| | An integral constant wrapper for int.
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template<char Ch> |
| using | meta::char_ = std::integral_constant<char, Ch> |
| | An integral constant wrapper for char.
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template<std::size_t... Is> |
| using | meta::index_sequence = integer_sequence<std::size_t, Is...> |
| | A container for a sequence of compile-time integer constants of type std::size_t.
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| template<std::size_t N> |
| using | meta::make_index_sequence |
| | Generate index_sequence containing integer constants [0,1,2,...,N-1].
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| template<typename T, T N> |
| using | meta::make_integer_sequence |
| | Generate integer_sequence containing integer constants [0,1,2,...,N-1].
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| template<typename T, T From, T To> |
| using | meta::integer_range |
| | Makes the integer sequence [From, To).
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template<char... Chs> |
| constexpr fold< list< char_< Chs >... >, meta::size_t< 0 >, quote< detail::atoi_ > > | meta::operator""_z () |
| | A user-defined literal that generates objects of type meta::size_t.
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Equivalent to C++14's std::integer_sequence.
◆ integer_range
template<typename T, T From, T To>
Initial value:
_t<detail::coerce_indices_<T, From,
_t< detail::make_indices_< N, index_sequence< 0 >, detail::strategy_(1, N)> > make_index_sequence
Generate index_sequence containing integer constants [0,1,2,...,N-1].
Definition meta.hpp:472
typename T::type _t
Type alias for T::type.
Definition meta.hpp:141
Makes the integer sequence [From, To).
- Complexity
- O(log(To - From)).
◆ make_index_sequence
Initial value:
Generate index_sequence containing integer constants [0,1,2,...,N-1].
- Complexity
- O(log(N)).
◆ make_integer_sequence
template<typename T, T N>
Initial value:
Generate integer_sequence containing integer constants [0,1,2,...,N-1].
- Complexity
- O(log(N)).