Ushbu sarlavha turni qo'llab-quvvatlash kutubxonasining bir qismi bo'lib, belgilangan kenglikdagi suzuvchi nuqta turlarini taqdim etadi va C++23 standartidan qo'shildi. Bu standartdan foydalanishda hozir muammoga uchrashingiz mumkin hali kompilyatorlar gcc, clang va boshqalarda qo'shilgani yo'q to'laqonli.
Agar dastur kengaytirilgan suzuvchi nuqta turi sifatida quyidagi ISO 60559 turlaridan birini qo'llab-quvvatlasa, u holda:
- tegishli makro oldindan belgilangan (predefined macro)
- mos keladigan suzuvchi nuqta tur uchun so'zma-so'z qo'shimchasi mavjud (literal suffix) va
- tegishli turdagi sarlavha nomi (type name) berilgan:
![](data:image/png;base64,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)
bfloat16 - bu suzuvchi nuqtali tur formati bilan tanishib chiqish uchun havola.
Misol
#include <stdfloat>
#include <print>
int main()
{
std::float64_t f = 0.1f64;
std::print(f);
return 0;
}
Bilamizki, float, double, long double turlari mavjud, lekin ular kompilyatorga qarab xotiradan joy egallashda turli xil natijani ko'rsatishi mumkin :
#include <iostream>
int main() {
std::cout << sizeof(double) << std::endl;
return 0;
}
Endi bunday kamchiliklarni bartaraf eta olamiz hamda o'zimiz uchun qulayliklar yaratamiz ya'ni butun turlar bilan ishlashdagi kabi.
C++23 standartida bir qancha yangilanishlar mavjud bo'lib ular bilan tanishishda davom etamiz. Har bir standart dasturlash tilining kamchiliklarini bartaraf etibgina qolmay, yangiliklar olib keladi.