如何使向量的元素唯一?(删除不相邻的重复项)
我有一个包含很少非相邻重复项的向量.
I have a vector containing few non-adjacent duplicates.
举一个简单的例子,考虑:
As a simple example, consider:
2 1 6 1 4 6 2 1 1
我试图通过删除不相邻的重复项并保持元素的顺序来使这个 vector
独一无二.
I am trying to make this vector
unique by removing the non-adjacent duplicates and maintaining the order of elements.
结果是:
2 1 6 4
我尝试的解决方案是:
- 插入 std::set 但这种方法的问题是它会扰乱元素的顺序.
- 使用 std::sort 和 std::unique 的组合.但同样的顺序问题.
手动消除重复:
- Inserting into a std::set but the problem with this approach is that it will disturb the order of elements.
- Use the combination of std::sort and std::unique. But again same order problem.
Manual duplicate elimination:
Define a temporary vector TempVector.
for (each element in a vector)
{
if (the element does not exists in TempVector)
{
add to TempVector;
}
}
swap orginial vector with TempVector.
我的问题是:
是否有任何 STL 算法可以从向量中删除不相邻的重复项?它的复杂程度如何?
Is there any STL algorithm which can remove the non-adjacent duplicates from the vector ? what is its complexity?
推荐答案
不使用临时 set
就可以做到这一点,但(可能)会损失一些性能:
Without using a temporary set
it's possible to do this with (possibly) some loss of performance:
template<class Iterator>
Iterator Unique(Iterator first, Iterator last)
{
while (first != last)
{
Iterator next(first);
last = std::remove(++next, last, *first);
first = next;
}
return last;
}
用于:
vec.erase( Unique( vec.begin(), vec.end() ), vec.end() );
对于较小的数据集,实现的简单性和不需要额外的分配可能会抵消使用额外的set
理论上更高的复杂性.不过,使用具有代表性的输入进行测量是唯一确定的方法.
For smaller data sets, the implementation simplicity and lack of extra allocation required may offset the theoretical higher complexity of using an additional set
. Measurement with a representative input is the only way to be sure, though.
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