我有四个要相互关联的向量。
vector<string> color;
vector<string> shape;
vector<int> size;
每个向量的大小都相同,每个向量元素相互连接,从而形成一行
{color[0], shape[0], size[0]}
{color[1], shape[1], size[1]}
{color[2], shape[2], size[2]}, etc
所以我想做的是按颜色对颜色矢量进行排序,并根据重新排列的颜色矢量对其他两个矢量进行排序。然后在每组颜色(即红色)中,我想按形状排序并根据该排序重新排列大小向量。最后,我想对每组颜色和形状中的大小向量进行排序。我想我知道该怎么做,但是感觉非常混乱并且难以概念化/阅读(我对C ++还是陌生的)。有没有简单的方法可以完成这样的事情?
例如,我想做这样的事情:
Blue Circle 1 -> Red Triangle 1
Red Triangle 1 -> Red Triangle 2
Blue Circle 3 -> Red Triangle 3
Red Triangle 3 -> Red Circle 1
Red Circle 2 -> Red Circle 2
Blue Triangle 1 -> Red Circle 3
Red Circle 1 -> Blue Triangle 1
Blue Triangle 3 -> Blue Triangle 2
Red Circle 3 -> Blue Triangle 3
Blue Circle 2 -> Blue Circle 1
Blue Triangle 2 -> Blue Circle 2
Red Triangle 2 -> Blue Circle 3
答案 0 :(得分:1)
就像John指出的那样,您应该先制作一个struct
,然后再制作一个std::vector
,然后可以按颜色对它进行排序。这是一个解决方案:
#include <iostream>
#include <vector>
#include <algorithm>
#include <cctype>
struct MyStruct
{
std::string color;
std::string shape;
int size;
MyStruct(std::string co, std::string sh, int si):
color{co}, shape{sh}, size{si} {};
};
bool MyComp(MyStruct a,MyStruct b)
{
auto f = [](unsigned char c){ return std::tolower(c);};
std::transform(a.color.begin(), a.color.end(), a.color.begin(),f);
std::transform(b.color.begin(), b.color.end(), b.color.begin(),f);
return (a.color < b.color);
}
int main() {
std::vector<MyStruct> MyVec;
MyVec.emplace_back("Blue","Circle",1);
MyVec.emplace_back("Red","Triangle",1);
MyVec.emplace_back("Blue","Circle",3);
MyVec.emplace_back("Red","Triangle",3);
MyVec.emplace_back("Red","Circle",2);
MyVec.emplace_back("Blue","Triangle",1);
MyVec.emplace_back("Red","Circle",1);
MyVec.emplace_back("Blue","Triangle",3);
MyVec.emplace_back("Red","Circle",3);
MyVec.emplace_back("Blue","Circle",2);
MyVec.emplace_back("Blue","Triangle",2);
MyVec.emplace_back("Red","Triangle",2);
std::sort(MyVec.begin(), MyVec.end(), MyComp);
for(auto s : MyVec)
std::cout << s.color << " " << s.shape << " " << s.size << std::endl;
return 0;
}
You can run the code online看到以下输出:
Blue Circle 1
Blue Circle 3
Blue Triangle 1
Blue Triangle 3
Blue Circle 2
Blue Triangle 2
Red Triangle 1
Red Triangle 3
Red Circle 2
Red Circle 1
Red Circle 3
Red Triangle 2
答案 1 :(得分:1)
您应该先创建一个Shape
类或结构,然后再创建std::vector<Shape>
,然后可以对其进行颜色排序(主要是颜色),然后是其他参数。您定义了一个重载的operator<
,以便std::sort
函数可以找到它。
它看起来像这样:
#include <algorithm>
#include <iostream>
#include <string>
#include <tuple>
#include <vector>
struct Shape
{
std::string color_;
std::string shape_;
int size_;
Shape(const std::string& color, const std::string& shape, int size)
: color_(color)
, shape_(shape)
, size_(size)
{}
// returns true if this shape is less than the other shape
// "less than" is up to us: here we give priority to color, then shape, then size
bool operator<(const Shape& other) const
{
// std::tie makes lexicographical compare of complex structures easy!
return (std::tie(color_, shape_, size_) <
std::tie(other.color_, other.shape_, other.size_));
}
friend std::ostream& operator<<(std::ostream& os, const std::vector<Shape>& shapes)
{
for (auto& shape : shapes)
{
os << shape.color_ << " " << shape.shape_ << " " << shape.size_ << "\n";
}
return os;
}
};
int main(int argc, char** argv)
{
std::vector<Shape> shapes;
shapes.emplace_back("Blue", "Circle", 1);
shapes.emplace_back("Red", "Triangle", 1);
shapes.emplace_back("Blue", "Circle", 3);
shapes.emplace_back("Red", "Triangle", 3);
shapes.emplace_back("Red", "Circle", 2);
shapes.emplace_back("Blue", "Triangle", 1);
shapes.emplace_back("Red", "Circle", 1);
shapes.emplace_back("Blue", "Triangle", 3);
shapes.emplace_back("Red", "Circle", 3);
shapes.emplace_back("Blue", "Circle", 2);
shapes.emplace_back("Blue", "Triangle", 2);
shapes.emplace_back("Red", "Triangle", 2);
std::cout << "Pre sorted vector:\n";
std::cout << shapes;
// std::sort by default will use the operator< for the types
// being sorted, if it's available
std::sort(shapes.begin(), shapes.end());
std::cout << "\nPost sorted vector:\n";
std::cout << shapes;
}
这给出了输出:
Pre sorted vector:
Blue Circle 1
Red Triangle 1
Blue Circle 3
Red Triangle 3
Red Circle 2
Blue Triangle 1
Red Circle 1
Blue Triangle 3
Red Circle 3
Blue Circle 2
Blue Triangle 2
Red Triangle 2
Post sorted vector:
Blue Circle 1
Blue Circle 2
Blue Circle 3
Blue Triangle 1
Blue Triangle 2
Blue Triangle 3
Red Circle 1
Red Circle 2
Red Circle 3
Red Triangle 1
Red Triangle 2
Red Triangle 3
答案 2 :(得分:0)
第一个解决方案
解决问题的一种方法是不对向量进行排序,而是生成一个新的索引向量,我们将其命名为I
,这样位置{{排序后的向量中的1}}在当前未排序向量中的j
位置。
通过用递增的值I[j]
初始化索引向量并使用自定义比较函数对向量进行排序很容易:
0 .. n-1
现在,如果要访问按std::vector<int> I(N);
std::iota(begin(I), end(I), 0);
std::sort(begin(I), end(I), [&](int ia, int ib) { return color[ia] < color[ib]; });
// this is a simplified comparison function to not clutter the code
排序的序列中的第三个元素的shape
,请输入:
color
第二个解决方案
第一个解决方案有效,但是由于许多原因,它可能并不符合您的喜好。也许您不喜欢这样的事实,即当您按升序排列项目时,它会随机访问内存(以及相关的罚款)。或者也许您真的需要对向量进行排序,因为必须将它们传递给另一个组件。
在那种情况下,您仍然可以将first方法用作第一步,然后根据刚刚计算的索引对向量进行重新排序。这是auto shape3 = shape[I[3]];
向量的这种重新排序的示例:
shape
显然,您需要对这三个向量进行维护才能保持它们的关系。