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C++ auto on int16_t casts to integer
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I am pretty new to C++17 and am attempting to understand the decltype
keyword and how it pairs with auto
.
Below is a snippet of code that produces an unexpected result.
#include <typeinfo>
#include <iostream>
#include <algorithm>
using namespace std;
int main()
int16_t mid = 4;
auto low = mid - static_cast<int16_t>(2);
auto hi = mid + static_cast<int16_t>(2);
int16_t val;
cin >> val;
val = std::clamp(val,low,hi);
return 0;
Surprisingly, the compiler tells me there is a mismatch in clamp
and that low
and high
are int
. If I change auto
to int16_t
all is good in the world and all the types are int16_t
as expected.
The question I'm posing is, why does auto
cast low
and hi
to int
when all of the types are int16_t
? Is this a good use case for decltype
?
Even after reading cppreference.com, I don't fully understand how decltype
works, so excuse my ignorance.
c++ c++17 auto decltype
add a comment |
I am pretty new to C++17 and am attempting to understand the decltype
keyword and how it pairs with auto
.
Below is a snippet of code that produces an unexpected result.
#include <typeinfo>
#include <iostream>
#include <algorithm>
using namespace std;
int main()
int16_t mid = 4;
auto low = mid - static_cast<int16_t>(2);
auto hi = mid + static_cast<int16_t>(2);
int16_t val;
cin >> val;
val = std::clamp(val,low,hi);
return 0;
Surprisingly, the compiler tells me there is a mismatch in clamp
and that low
and high
are int
. If I change auto
to int16_t
all is good in the world and all the types are int16_t
as expected.
The question I'm posing is, why does auto
cast low
and hi
to int
when all of the types are int16_t
? Is this a good use case for decltype
?
Even after reading cppreference.com, I don't fully understand how decltype
works, so excuse my ignorance.
c++ c++17 auto decltype
add a comment |
I am pretty new to C++17 and am attempting to understand the decltype
keyword and how it pairs with auto
.
Below is a snippet of code that produces an unexpected result.
#include <typeinfo>
#include <iostream>
#include <algorithm>
using namespace std;
int main()
int16_t mid = 4;
auto low = mid - static_cast<int16_t>(2);
auto hi = mid + static_cast<int16_t>(2);
int16_t val;
cin >> val;
val = std::clamp(val,low,hi);
return 0;
Surprisingly, the compiler tells me there is a mismatch in clamp
and that low
and high
are int
. If I change auto
to int16_t
all is good in the world and all the types are int16_t
as expected.
The question I'm posing is, why does auto
cast low
and hi
to int
when all of the types are int16_t
? Is this a good use case for decltype
?
Even after reading cppreference.com, I don't fully understand how decltype
works, so excuse my ignorance.
c++ c++17 auto decltype
I am pretty new to C++17 and am attempting to understand the decltype
keyword and how it pairs with auto
.
Below is a snippet of code that produces an unexpected result.
#include <typeinfo>
#include <iostream>
#include <algorithm>
using namespace std;
int main()
int16_t mid = 4;
auto low = mid - static_cast<int16_t>(2);
auto hi = mid + static_cast<int16_t>(2);
int16_t val;
cin >> val;
val = std::clamp(val,low,hi);
return 0;
Surprisingly, the compiler tells me there is a mismatch in clamp
and that low
and high
are int
. If I change auto
to int16_t
all is good in the world and all the types are int16_t
as expected.
The question I'm posing is, why does auto
cast low
and hi
to int
when all of the types are int16_t
? Is this a good use case for decltype
?
Even after reading cppreference.com, I don't fully understand how decltype
works, so excuse my ignorance.
c++ c++17 auto decltype
c++ c++17 auto decltype
edited Apr 12 at 5:32
Remy Lebeau
345k19273466
345k19273466
asked Apr 12 at 4:24
MaxMax
7591925
7591925
add a comment |
add a comment |
2 Answers
2
active
oldest
votes
The problem isn't with auto
here. When you subtract two int16_t
values, the result is an int
. We can demonstrate it with this code here:
#include <iostream>
#include <cstdint>
using namespace std;
template<class T>
void print_type(T)
std::cout << __PRETTY_FUNCTION__ << std::endl;
int main()
int16_t a = 10;
int16_t b = 20;
print_type(a);
print_type(b);
print_type(a - b);
return 0;
a
and b
are both short int
s, but when you add or subtract them it produces a regular int
. This is to help prevent overflow / and is also for backwards compatibility.
add a comment |
This phenomenon is called the usual arithmetic conversions. It is defined in the C and C++ standards and (roughly said) converts anything smaller than an int
to an int
. It converts larger types as well. Take some time and read about it, you'll need it quite often.
add a comment |
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2 Answers
2
active
oldest
votes
2 Answers
2
active
oldest
votes
active
oldest
votes
active
oldest
votes
The problem isn't with auto
here. When you subtract two int16_t
values, the result is an int
. We can demonstrate it with this code here:
#include <iostream>
#include <cstdint>
using namespace std;
template<class T>
void print_type(T)
std::cout << __PRETTY_FUNCTION__ << std::endl;
int main()
int16_t a = 10;
int16_t b = 20;
print_type(a);
print_type(b);
print_type(a - b);
return 0;
a
and b
are both short int
s, but when you add or subtract them it produces a regular int
. This is to help prevent overflow / and is also for backwards compatibility.
add a comment |
The problem isn't with auto
here. When you subtract two int16_t
values, the result is an int
. We can demonstrate it with this code here:
#include <iostream>
#include <cstdint>
using namespace std;
template<class T>
void print_type(T)
std::cout << __PRETTY_FUNCTION__ << std::endl;
int main()
int16_t a = 10;
int16_t b = 20;
print_type(a);
print_type(b);
print_type(a - b);
return 0;
a
and b
are both short int
s, but when you add or subtract them it produces a regular int
. This is to help prevent overflow / and is also for backwards compatibility.
add a comment |
The problem isn't with auto
here. When you subtract two int16_t
values, the result is an int
. We can demonstrate it with this code here:
#include <iostream>
#include <cstdint>
using namespace std;
template<class T>
void print_type(T)
std::cout << __PRETTY_FUNCTION__ << std::endl;
int main()
int16_t a = 10;
int16_t b = 20;
print_type(a);
print_type(b);
print_type(a - b);
return 0;
a
and b
are both short int
s, but when you add or subtract them it produces a regular int
. This is to help prevent overflow / and is also for backwards compatibility.
The problem isn't with auto
here. When you subtract two int16_t
values, the result is an int
. We can demonstrate it with this code here:
#include <iostream>
#include <cstdint>
using namespace std;
template<class T>
void print_type(T)
std::cout << __PRETTY_FUNCTION__ << std::endl;
int main()
int16_t a = 10;
int16_t b = 20;
print_type(a);
print_type(b);
print_type(a - b);
return 0;
a
and b
are both short int
s, but when you add or subtract them it produces a regular int
. This is to help prevent overflow / and is also for backwards compatibility.
answered Apr 12 at 4:36
J. Antonio PerezJ. Antonio Perez
3,018922
3,018922
add a comment |
add a comment |
This phenomenon is called the usual arithmetic conversions. It is defined in the C and C++ standards and (roughly said) converts anything smaller than an int
to an int
. It converts larger types as well. Take some time and read about it, you'll need it quite often.
add a comment |
This phenomenon is called the usual arithmetic conversions. It is defined in the C and C++ standards and (roughly said) converts anything smaller than an int
to an int
. It converts larger types as well. Take some time and read about it, you'll need it quite often.
add a comment |
This phenomenon is called the usual arithmetic conversions. It is defined in the C and C++ standards and (roughly said) converts anything smaller than an int
to an int
. It converts larger types as well. Take some time and read about it, you'll need it quite often.
This phenomenon is called the usual arithmetic conversions. It is defined in the C and C++ standards and (roughly said) converts anything smaller than an int
to an int
. It converts larger types as well. Take some time and read about it, you'll need it quite often.
answered Apr 12 at 5:09
Roland IlligRoland Illig
31k96493
31k96493
add a comment |
add a comment |
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