I'm not going to try and explain all of the fun and delicious
things that can happen with misuse of the auto_ptr class template
(called AP here), nor am I going to try and teach you how to use
AP safely in the presence of copying. The AP class is a really
nifty idea for a smart pointer, but it is one of the dumbest of
all the smart pointers -- and that's fine.
AP is not meant to be a supersmart solution to all resource
leaks everywhere. Neither is it meant to be an effective form
of garbage collection (although it can help, a little bit).
And it can not be used for arrays!
AP is meant to prevent nasty leaks in the presence of
exceptions. That's all. This code is AP-friendly:
// not a recommend naming scheme, but good for web-based FAQs
typedef std::auto_ptr<MyClass> APMC;
extern function_taking_MyClass_pointer (MyClass*);
extern some_throwable_function ();
void func (int data)
{
APMC ap (new MyClass(data));
some_throwable_function(); // this will throw an exception
function_taking_MyClass_pointer (ap.get());
}
When an exception gets thrown, the instance of MyClass that's
been created on the heap will be delete'd as the stack is
unwound past func().
Changing that code as follows is not AP-friendly:
APMC ap (new MyClass[22]);
You will get the same problems as you would without the use
of AP:
AP cannot tell whether the pointer you've passed at creation points
to one or many things. If it points to many things, you are about
to die. AP is trivial to write, however, so you could write your
own auto_array_ptr for that situation (in fact, this has
been done many times; check the mailing lists, Usenet, Boost, etc).
All of the containers
described in the standard library require their contained types
to have, among other things, a copy constructor like this:
struct My_Type
{
My_Type (My_Type const&);
};
Note the const keyword; the object being copied shouldn't change.
The template class auto_ptr (called AP here) does not
meet this requirement. Creating a new AP by copying an existing
one transfers ownership of the pointed-to object, which means that
the AP being copied must change, which in turn means that the
copy ctors of AP do not take const objects.
The resulting rule is simple: Never ever use a container of
auto_ptr objects. The standard says that "undefined"
behavior is the result, but it is guaranteed to be messy.
To prevent you from doing this to yourself, the
concept checks built
in to this implementation will issue an error if you try to
compile code like this:
If you don't know what functors are, you're not alone. Many people
get slightly the wrong idea. In the interest of not reinventing
the wheel, we will refer you to the introduction to the functor
concept written by SGI as part of their STL, in
their
http://www.sgi.com/tech/stl/functors.html.
The pair<T1,T2> is a simple and handy way to
carry around a pair of objects. One is of type T1, and another of
type T2; they may be the same type, but you don't get anything
extra if they are. The two members can be accessed directly, as
.first and .second.
Construction is simple. The default ctor initializes each member
with its respective default ctor. The other simple ctor,
pair (const T1& x, const T2& y);
does what you think it does, first getting x
and second getting y.
There is a copy constructor, but it requires that your compiler
handle member function templates:
template <class U, class V> pair (const pair<U,V>& p);
The compiler will convert as necessary from U to T1 and from
V to T2 in order to perform the respective initializations.
The comparison operators are done for you. Equality
of two pair<T1,T2>s is defined as both first
members comparing equal and both second members comparing
equal; this simply delegates responsibility to the respective
operator== functions (for types like MyClass) or builtin
comparisons (for types like int, char, etc).
The other operators are not defined using the rel_ops
functions above, but their semantics are the same.
Finally, there is a template function called make_pair
that takes two references-to-const objects and returns an
instance of a pair instantiated on their respective types: