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法律研究检查两个给定集合是否不相交？
当两个集合没有公共元素时，它们就是不相交集合。换句话说，如果我们求两个集合的交集，我们将得到一个空集。
方法很简单，在这个算法中，给定两个集合。我们假设两个集合已经被排序，比较了两个集合中的项。当出现匹配时，它们不是不相交集合，当没有项匹配时，它们是不相交集合。
输入和输出
Input:
Two sets:
set1: {15, 12, 36, 21, 14}
set2: {7, 89, 56, 32}
Output:
Both sets are disjoint算法
isDisjoint(set1, set2)
输入：两个集合。
输出：当两个集合不相交时返回 True。
Begin i1 := start of first set i2 := start of second set while i1 in set1 and i2 in set 2, do if set1[i1] < set2[i2], then i1 := i1 + 1 else if set2[i2] < set1[i1], then i2 := i2 + 1 else return false done return true End
示例
#include<iostream>
#include<set>
using namespace std;
bool isDisjoint(set<int> set1, set<int> set2) {
set<int>::iterator i1, i2;
i1 = set1.begin(); i2 = set2.begin(); //initialize iterators with first element
while(i1 != set1.end() && i2 != set2.end()) { //when both set have some elements to check
if(*i1 < *i2)
i1++; //when item of first set is less than second set
else if(*i2 < *i1)
i2++; //when item of second set is less than first set
else
return false; //if items are matched, sets are not disjoint
}
return true;
}
int main() {
set<int> set1, set2;
int n1, n2;
cout << "Enter number of elements in set 1: "; cin >>n1;
while(n1 != set1.size()) { //duplicate items will be discarded
int item;
cout << "Enter element: "; cin >> item;
set1.insert(item);
}
cout << "Enter number of elements in set 2: "; cin >>n2;
while(n2 != set2.size()) {
int item;
cout << "Enter element: "; cin >> item;
set2.insert(item);
}
if(isDisjoint(set1, set2))
cout << "Both sets are disjoint";
else
cout << "Sets are not disjoint";
}输出
Enter number of elements in set 1: 5 Enter element: 15 Enter element: 12 Enter element: 36 Enter element: 21 Enter element: 14 Enter number of elements in set 2: 4 Enter element: 7 Enter element: 89 Enter element: 56 Enter element: 32 Both sets are disjoint
更新于： 2020 年 6 月 17 日
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