c++ - Kattis 惹恼了同事问题(自排序数据结构和最小堆)
问题描述
好的,所以我正在尝试创建一个维护大量数据的数据结构,以便在编译时间限制内解决。https://open.kattis.com/problems/annoyedcoworkers
自从我在去年左右开始编码以来,我可能会不知所措,上周我刚刚学习了排序和向量,昨天才学习了堆数据结构。但我真的很想解决这个问题。
无论如何,我首先开始用选择排序解决这个问题......不用说它花了太长时间。然后我开始研究创建一个产生按顺序排列的值的堆数据结构,这将我带到了priority_queue 在尝试不同的方法大约 9 小时后,这是我最接近解决问题的方法。
有人对为什么在 25/27 测试用例之后我的代码返回错误答案有任何建议吗?
这是我的代码:
// C++ program to use priority_queue to implement Min Heap
// for user defined class
#include <algorithm>
#include <iostream>
#include <queue>
#include <vector>
using namespace std;
// User defined class, coworker
class CoworkerT
{
private:
int a;
int d;
public:
CoworkerT(int _a, int _d)
{
a = _a;
d = _d;
}
int SimAddAD() const
{
int aD;
aD = a + d;
return aD;
}
int AddAD()
{
a = a + d;
return a;
}
int getA() const {
return a;
}
int getD() const {
return d;
}
};
// To compare two coworkers possible a value
class Min
{
public:
int operator() (const CoworkerT& p1, const CoworkerT& p2)
{
return p1.SimAddAD() > p2.SimAddAD();
}
};
//compare two a values between coworkers
class Max
{
public:
int operator() (const CoworkerT& p1, const CoworkerT& p2)
{
return p1.getA() < p2.getA();
}
};
int AskForA() {
int a;
cin >> a;
return a;
}
int AskForD() {
int d;
cin >> d;
return d;
}
priority_queue <CoworkerT, vector<CoworkerT>, Max >
PopulateMax(priority_queue <CoworkerT, vector<CoworkerT>, Max > max,
priority_queue <CoworkerT, vector<CoworkerT>, Min > min) {
while (min.empty() == false)
{
CoworkerT e = min.top();
max.push(CoworkerT(e.getA(), e.getD()));
min.pop();
}
return max;
}
// Driver code
int main()
{
int h, c, i, a, d;
cin >> h >> c;
// Creates a Min heap of points (order by possible a +d combination )
priority_queue <CoworkerT, vector<CoworkerT>, Min > pq;
// Creates a Max heap of points (order by actual a value )
priority_queue <CoworkerT, vector<CoworkerT>, Max > max;
// Insert points into the min heap
for (int i = 0; i < c; i++) {
a = AskForA();
d = AskForD();
pq.push(CoworkerT(a, d));
}
i = 0;
while (i < h) {
CoworkerT e = pq.top();
a = e.AddAD();
d = e.getD();
pq.pop();
pq.push(CoworkerT(a, d));
i++;
}
max = PopulateMax(max, pq);
CoworkerT eMax = max.top();
cout << eMax.getA() << endl;
return 0;
}
解决方案
我只想说我最终使用了类似于使用堆的原始算法的东西。问题是我对 int
I 的使用切换到了unsigned long long int
~(尽管这可能有点矫枉过正?)它就像一个魅力。
// C++ program to use priority_queue to implement Min Heap
// for user defined class
#include <algorithm>
#include <iostream>
#include <vector>
#include <cmath>
using namespace std;
// User defined class, coworker
class CoworkerT {
private:
unsigned long long int a;
unsigned long long int d;
public:
CoworkerT(unsigned long long int _a, unsigned long long int _d){
a = _a;
d = _d;
}
unsigned long long int SimAddAD() const{
return a + d;
}
unsigned long long int AddAD(){
return a + d;;
}
unsigned long long int getA() const {
return a;
}
unsigned long long int getD() const {
return d;
}
};
//compare two coworkers possible a + d values
struct MinSort {
bool operator()(const CoworkerT& p1, const CoworkerT& p2) const {
return p1.SimAddAD() < p2.SimAddAD();
}
};
//compare two coworkers possible a + d values ~for some reason heap lesser than or greater need to be reverse of operator for sort???
struct Min {
bool operator()(const CoworkerT& p1, const CoworkerT& p2) const {
return p1.SimAddAD() > p2.SimAddAD();
}
};
//compare two a values between coworkers
struct MaxSort {
bool operator()(const CoworkerT& p1, const CoworkerT& p2) const {
return p1.getA() > p2.getA();
}
};
void FindAndPrintMax(vector<CoworkerT>& max) {
sort(max.begin(), max.end(), MaxSort());
CoworkerT minMax = max.front();
cout << minMax.getA();
}
void InputCoworkersAD(vector<CoworkerT>& min, unsigned long long int& h, unsigned long long int& c) {
int a, d, i;
cin >> h >> c;
// Insert a and d into the vector
if (h <= 100000 && h >= 1 && c <= 100000 && c >= 1) {
for (i = 0; i < c; i++) {
cin >> a >> d;
min.push_back(CoworkerT(a, d));
}
}
make_heap(min.begin(), min.end(), Min());
}
void AskForHelp(vector<CoworkerT>& min, unsigned long long int h) {
int i = 0;
while (i < h) {
push_heap(min.begin(), min.end(), Min());
CoworkerT e = min.front();
pop_heap(min.begin(), min.end(), Min());
min.pop_back();
min.push_back(CoworkerT(e.AddAD(), e.getD()));
i++;
}
}
// Driver code
int main()
{
unsigned long long int h, c;
vector<CoworkerT> min;
InputCoworkersAD(min, h, c);
AskForHelp(min, h);
FindAndPrintMax(min);
return 0;
}
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