std::sub_sat
Defined in header <numeric>
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template< class T > constexpr T sub_sat( T x, T y ) noexcept; |
(since C++26) | |
Computes the saturating subtraction x - y. This operation (unlike built-in arithmetic operations on integers) behaves as-if it is a mathematical operation with an infinite range. Let q
denote the result of such operation.
Returns:
-
q
, ifq
is representable as a value of typeT
. Otherwise, - the largest or smallest value of type
T
, whichever is closer to theq
.
This overload participates in overload resolution only if T
is an integer type, that is: signed char, short, int, long, long long, an extended signed integer type, or an unsigned version of such types. In particular, T
must not be (possibly cv-qualified) bool, char, wchar_t, char8_t, char16_t, and char32_t, as these types are not intended for arithmetic.
Parameters
x, y | - | integer values |
Return value
Saturated x - y.
Notes
Unlike the built-in arithmetic operators on integers, the integral promotion does not apply to the x and y arguments.
If two arguments of different type are passed, the call fails to compile, i.e. the behavior relative to template argument deduction is the same as for std::min or std::max.
Most modern hardware architectures have efficient support for saturation arithmetic on SIMD vectors, including SSE2 for x86 and NEON for ARM.
Feature-test macro | Value | Std | Feature |
---|---|---|---|
__cpp_lib_saturation_arithmetic |
202311L | (C++26) | Saturation arithmetic |
Possible implementation
See libstdc++ (gcc).
Example
Can be previewed on Compiler Explorer
#include <climits> #include <numeric> static_assert ("" && (std::sub_sat<int>(INT_MIN + 4, 3) == INT_MIN + 1) // not saturated && (std::sub_sat<int>(INT_MIN + 4, 5) == INT_MIN) // saturated && (std::sub_sat<int>(INT_MAX - 4, -3) == INT_MAX - 1) // not saturated && (std::sub_sat<int>(INT_MAX - 4, -5) == INT_MAX) // saturated && (std::sub_sat<unsigned>(4, 3) == 1) // not saturated && (std::sub_sat<unsigned>(4, 5) == 0) // saturated ); int main() {}
See also
(C++26) |
saturating addition operation on two integers (function template) |
(C++26) |
saturating multiplication operation on two integers (function template) |
(C++26) |
saturating division operation on two integers (function template) |
(C++26) |
returns an integer value clamped to the range of a another integer type (function template) |
(C++17) |
clamps a value between a pair of boundary values (function template) |
(C++20) |
checks if an integer value is in the range of a given integer type (function template) |
[static] |
returns the smallest finite value of the given type (public static member function of std::numeric_limits<T> ) |
[static] |
returns the largest finite value of the given type (public static member function of std::numeric_limits<T> ) |
External links
1. | A branch-free implementation of saturation arithmetic — Locklessinc.com, 2012 |