Re: Bidirectional iterators: signed distance?
nottheartistinquestion@hotmail.com wrote:
As an intellectual exercise, I've implemented an STL-esque List<> and
List<>::Iterator. Now, I would like a signed distance between two
iterators which corresponds to their relative position in the list.
For instance, if I did something like distance(list.end(),
list.begin()), I would get -list.size(). The STL's iterator distance
function amounts to something like this:
distance_type distance(Iterator first, Iterator last)
{
distance_type n = 0;
while (first != last) {
++first; ++n;
}
return n;
}
So, if my list has ten elements, and i4 is an iterator at the 4th node
and i2 is an iterator at the 2nd node, then std::distance(i4, i2) is
9. That's meaningless to me. What I want is distance(i4, i2) == -2.
So I implemented distance as a method of List<> like so:
int distance(Iterator i, Iterator j)
{
Iterator tmp = i;
int d = 0;
while (tmp != j) {
if (tmp == end()) {
// oops, try the other way
tmp = i; d = 0;
while (tmp != j) {
--tmp; --d;
}
return d;
}
++tmp; ++d;
}
return d;
}
But this is butt-ugly and I don't like the constant checking for
tmp==end(). Can anyone think of a nicer way to implement this
functionality? Has it been done somewhere else that I can have a look
at?
Find the distance from each of the iterators to the beginning and
then subtract. I.e.
distance(a, b) == distance(begin(), b) - distance(begin(), a)
V
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