12.6.1 - Explicit initialization
struct complex {
complex();
complex(double);
complex(double,double);
};
complex sqrt(complex,complex);
complex g = { 1, 2 }; // construct complex(1, 2)
// using complex(double, double)
// and *copy/move* it into g
This is untrue. And I'm not saying that the copy/move will be elided; I mean that there will be no copying or moving.
You quoted 8.5 p14, which defines T x = a;
as copy-initialization. This is true. But it then goes on to define how initialization actually works:
From 8.5, p16:
The semantics of initializers are as follows. The destination type is the type of the object or reference being initialized and the source type is the type of the initializer expression. If the initializer is not a single (possibly parenthesized) expression, the source type is not defined.
- If the initializer is a (non-parenthesized) braced-init-list, the object or reference is list-initialized (8.5.4).
That right there means that copy-initialization rules do not apply to a braced-init-list. They use a separate set of rules, as covered in 8.5.4.
You quoted 8.5.4, which defines T x = {...};
as copy-list-initialization. Where your reasoning goes wrong is that you never looked up what copy-list-initialization actually does. There is no copying; that's just what it's called.
copy-list-initialization is a subset of list-initialization. Therefore, it follows all of the rules laid down by 8.5.4, p3. I'm not going to quote them here, because they're several pages long. I'll simply explain how the rules apply to complex g = {1, 2};
, in order:
complex
is not an aggregate, so this rule doesn't count.complex
is not a specialization of initializer_list
, so this rule doesn't count.Therefore, no temporary will be created and copied/moved in.
The only difference between copy-list-initialization and direct-list-initialization is stated in 13.3.1.7, p1:
[...] In copy-list-initialization, if an explicit constructor is chosen, the initialization is ill-formed.
That is the only difference between complex g{1, 2}
and complex g = {1, 2}
. They are both examples of list-initialization
, and they work in a uniform way except for the use of explicit constructors.