mn::numeric_limits< const T > Class Template Reference
#include <mn_limits.hpp>
Inheritance diagram for mn::numeric_limits< const T >: Collaboration diagram for mn::numeric_limits< const T >:Additional Inherited Members | |
| Public Types inherited from mn::numeric_limits< T > | |
| using | value_type = T |
| Static Public Member Functions inherited from mn::numeric_limits< T > | |
| static constexpr value_type | bits () |
| static constexpr value_type | min () |
| static constexpr value_type | max () |
| static constexpr value_type | lowest () |
| static constexpr value_type | epsilon () |
| static constexpr value_type | round_error () |
| static constexpr value_type | denorm_min () |
| static constexpr value_type | infinity () |
| static constexpr value_type | quiet_NaN () |
| static constexpr value_type | signaling_NaN () |
| Static Public Attributes inherited from mn::numeric_limits< T > | |
| static constexpr int | digits = 0 |
| static constexpr int | digits10 = 0 |
| static constexpr bool | is_signed = false |
| static constexpr bool | is_specialized = true |
| static constexpr bool | is_integer = true |
| static constexpr bool | is_exact = true |
| static constexpr int | max_digits10 = 0 |
| static constexpr int | radix = 2 |
| static constexpr int | min_exponent = 0 |
| static constexpr int | min_exponent10 = 0 |
| static constexpr int | max_exponent = 0 |
| static constexpr int | max_exponent10 = 0 |
| static constexpr bool | has_infinity = false |
| static constexpr bool | has_quiet_NaN = false |
| static constexpr bool | has_signaling_NaN = false |
| static constexpr bool | has_denorm_loss = false |
| static constexpr bool | is_iec559 = false |
| static constexpr bool | is_bounded = true |
| static constexpr bool | traps = false |
| static constexpr bool | tinyness_before = false |
| static constexpr float_denorm_style | has_denorm = float_denorm_style::absent |
| static constexpr float_round_style | round_style = float_round_style::toward_zero |
The documentation for this class was generated from the following file: