I'm looking for the rules involving passing C++ templates functions as arguments.
This is supported by C++ as shown by an example here:
#include <iostream>
void add1(int &v)
{
v+=1;
}
void add2(int &v)
{
v+=2;
}
template <void (*T)(int &)>
void doOperation()
{
int temp=0;
T(temp);
std::cout << "Result is " << temp << std::endl;
}
int main()
{
doOperation<add1>();
doOperation<add2>();
}
Learning about this technique is difficult, however. Googling for "function as a template argument" doesn't lead to much. And the classic C++ Templates The Complete Guide surprisingly also doesn't discuss it (at least not from my search).
The questions I have are whether this is valid C++ (or just some widely supported extension).
Also, is there a way to allow a functor with the same signature to be used interchangeably with explicit functions during this kind of template invocation?
The following does not work in the above program, at least in Visual C++, because the syntax is obviously wrong. It'd be nice to be able to switch out a function for a functor and vice versa, similar to the way you can pass a function pointer or functor to the std::sort algorithm if you want to define a custom comparison operation.
struct add3 {
void operator() (int &v) {v+=3;}
};
...
doOperation<add3>();
Pointers to a web link or two, or a page in the C++ Templates book would be appreciated!
-std=gnu++17
. Can I use the result of a C++17 captureless lambda constexpr conversion operator as a function pointer template non-type argument?.
Yes, it is valid.
As for making it work with functors as well, the usual solution is something like this instead:
template <typename F>
void doOperation(F f)
{
int temp=0;
f(temp);
std::cout << "Result is " << temp << std::endl;
}
which can now be called as either:
doOperation(add2);
doOperation(add3());
The problem with this is that if it makes it tricky for the compiler to inline the call to add2
, since all the compiler knows is that a function pointer type void (*)(int &)
is being passed to doOperation
. (But add3
, being a functor, can be inlined easily. Here, the compiler knows that an object of type add3
is passed to the function, which means that the function to call is add3::operator()
, and not just some unknown function pointer.)
Template parameters can be either parameterized by type (typename T) or by value (int X).
The "traditional" C++ way of templating a piece of code is to use a functor - that is, the code is in an object, and the object thus gives the code unique type.
When working with traditional functions, this technique doesn't work well, because a change in type doesn't indicate a specific function - rather it specifies only the signature of many possible functions. So:
template<typename OP>
int do_op(int a, int b, OP op)
{
return op(a,b);
}
int add(int a, int b) { return a + b; }
...
int c = do_op(4,5,add);
Isn't equivalent to the functor case. In this example, do_op is instantiated for all function pointers whose signature is int X (int, int). The compiler would have to be pretty aggressive to fully inline this case. (I wouldn't rule it out though, as compiler optimization has gotten pretty advanced.)
One way to tell that this code doesn't quite do what we want is:
int (* func_ptr)(int, int) = add;
int c = do_op(4,5,func_ptr);
is still legal, and clearly this is not getting inlined. To get full inlining, we need to template by value, so the function is fully available in the template.
typedef int(*binary_int_op)(int, int); // signature for all valid template params
template<binary_int_op op>
int do_op(int a, int b)
{
return op(a,b);
}
int add(int a, int b) { return a + b; }
...
int c = do_op<add>(4,5);
In this case, each instantiated version of do_op is instantiated with a specific function already available. Thus we expect the code for do_op to look a lot like "return a + b". (Lisp programmers, stop your smirking!)
We can also confirm that this is closer to what we want because this:
int (* func_ptr)(int,int) = add;
int c = do_op<func_ptr>(4,5);
will fail to compile. GCC says: "error: 'func_ptr' cannot appear in a constant-expression. In other words, I can't fully expand do_op because you haven't given me enough info at compiler time to know what our op is.
So if the second example is really fully inlining our op, and the first is not, what good is the template? What is it doing? The answer is: type coercion. This riff on the first example will work:
template<typename OP>
int do_op(int a, int b, OP op) { return op(a,b); }
float fadd(float a, float b) { return a+b; }
...
int c = do_op(4,5,fadd);
That example will work! (I am not suggesting it is good C++ but...) What has happened is do_op has been templated around the signatures of the various functions, and each separate instantiation will write different type coercion code. So the instantiated code for do_op with fadd looks something like:
convert a and b from int to float.
call the function ptr op with float a and float b.
convert the result back to int and return it.
By comparison, our by-value case requires an exact match on the function arguments.
int c = do_op(4,5,func_ptr);
is "clearly not getting inlined".
Function pointers can be passed as template parameters, and this is part of standard C++ . However in the template they are declared and used as functions rather than pointer-to-function. At template instantiation one passes the address of the function rather than just the name.
For example:
int i;
void add1(int& i) { i += 1; }
template<void op(int&)>
void do_op_fn_ptr_tpl(int& i) { op(i); }
i = 0;
do_op_fn_ptr_tpl<&add1>(i);
If you want to pass a functor type as a template argument:
struct add2_t {
void operator()(int& i) { i += 2; }
};
template<typename op>
void do_op_fntr_tpl(int& i) {
op o;
o(i);
}
i = 0;
do_op_fntr_tpl<add2_t>(i);
Several answers pass a functor instance as an argument:
template<typename op>
void do_op_fntr_arg(int& i, op o) { o(i); }
i = 0;
add2_t add2;
// This has the advantage of looking identical whether
// you pass a functor or a free function:
do_op_fntr_arg(i, add1);
do_op_fntr_arg(i, add2);
The closest you can get to this uniform appearance with a template argument is to define do_op
twice- once with a non-type parameter and once with a type parameter.
// non-type (function pointer) template parameter
template<void op(int&)>
void do_op(int& i) { op(i); }
// type (functor class) template parameter
template<typename op>
void do_op(int& i) {
op o;
o(i);
}
i = 0;
do_op<&add1>(i); // still need address-of operator in the function pointer case.
do_op<add2_t>(i);
Honestly, I really expected this not to compile, but it worked for me with gcc-4.8 and Visual Studio 2013.
In your template
template <void (*T)(int &)>
void doOperation()
The parameter T
is a non-type template parameter. This means that the behaviour of the template function changes with the value of the parameter (which must be fixed at compile time, which function pointer constants are).
If you want somthing that works with both function objects and function parameters you need a typed template. When you do this, though, you also need to provide an object instance (either function object instance or a function pointer) to the function at run time.
template <class T>
void doOperation(T t)
{
int temp=0;
t(temp);
std::cout << "Result is " << temp << std::endl;
}
There are some minor performance considerations. This new version may be less efficient with function pointer arguments as the particular function pointer is only derefenced and called at run time whereas your function pointer template can be optimized (possibly the function call inlined) based on the particular function pointer used. Function objects can often be very efficiently expanded with the typed template, though as the particular operator()
is completely determined by the type of the function object.
The reason your functor example does not work is that you need an instance to invoke the operator()
.
Came here with the additional requirement, that also parameter/return types should vary. Following Ben Supnik this would be for some type T
typedef T(*binary_T_op)(T, T);
instead of
typedef int(*binary_int_op)(int, int);
The solution here is to put the function type definition and the function template into a surrounding struct template.
template <typename T> struct BinOp
{
typedef T(*binary_T_op )(T, T); // signature for all valid template params
template<binary_T_op op>
T do_op(T a, T b)
{
return op(a,b);
}
};
double mulDouble(double a, double b)
{
return a * b;
}
BinOp<double> doubleBinOp;
double res = doubleBinOp.do_op<&mulDouble>(4, 5);
Alternatively BinOp could be a class with static method template do_op(...), then called as
double res = BinOp<double>::do_op<&mulDouble>(4, 5);
EDIT
Inspired by comment from 0x2207, here is a functor taking any function with two parameters and convertible values.
struct BinOp
{
template <typename R, typename S, typename T, typename U, typename V> R operator()(R (*binaryOp )(S, T), U u, V v)
{
return binaryOp(u,v);
}
};
double subD(double a, int b)
{
return a-b;
}
int subI(double a, int b)
{
return (int)(a-b);
}
int main()
{
double resD = BinOp()(&subD, 4.03, 3);
int resI = BinOp()(&subI, 4.03, 3);
std::cout << resD << std::endl;
std::cout << resI << std::endl;
return 0;
}
correctly evaluates to double 1.03 and int 1
T
from &mulDuouble
type? Because now you have to specify double
twice.
Edit: Passing the operator as a reference doesnt work. For simplicity, understand it as a function pointer. You just send the pointer, not a reference. I think you are trying to write something like this.
struct Square
{
double operator()(double number) { return number * number; }
};
template <class Function>
double integrate(Function f, double a, double b, unsigned int intervals)
{
double delta = (b - a) / intervals, sum = 0.0;
while(a < b)
{
sum += f(a) * delta;
a += delta;
}
return sum;
}
. .
std::cout << "interval : " << i << tab << tab << "intgeration = "
<< integrate(Square(), 0.0, 1.0, 10) << std::endl;
Success story sharing
template <typename F> void doOperation(F&& f) {/**/}
), so bind for example can pass a bind-expression instead of binding it?