poj 1860 Currency Exchange (spfa求最长路)

poj 1860 题目链接

题意:有n种货币,m个货币交易点,每个货币交易点只能是两种货币之间交换,给出两个方向的汇率和手续费。初始拥有数量v的货币s,问能否经过一些py交易,使得最后手里的货币s比v多。

思路:大概还是用spfa求最长路。。松弛那里需要注意一下算法。。。

1A。。。好爽啊。。。。。

/* ***********************************************
Author :111qqz
Created Time :2016年05月24日 星期二 23时41分46秒
File Name :code/poj/1860.cpp
************************************************ */
 1#include <cstdio>
 2#include <cstring>
 3#include <iostream>
 4#include <algorithm>
 5#include <vector>
 6#include <queue>
 7#include <set>
 8#include <map>
 9#include <string>
10#include <cmath>
11#include <cstdlib>
12#include <ctime>
13#define fst first
14#define sec second
15#define lson l,m,rt<<1
16#define rson m+1,r,rt<<1|1
17#define ms(a,x) memset(a,x,sizeof(a))
18typedef long long LL;
19#define pi pair < int ,int >
20#define MP make_pair
 1using namespace std;
 2const double eps = 1E-8;
 3const int dx4[4]={1,0,0,-1};
 4const int dy4[4]={0,-1,1,0};
 5const int inf = 0x3f3f3f3f;
 6const int N=1E2+7;
 7int n,m,s;
 8double v;
 9double d[N];
10bool inq[N];
11vector <pair<int,pair<double,double> > > edge[N];
 1int dblcmp(double d)
 2{
 3    return d<-eps?-1:d>eps;
 4}
 5bool spfa(int s,double amt)
 6{
 7    ms(d,0);
 8    ms(inq,false);
 9    queue<int>q;
10    q.push(s);
11    inq[s] = true;
12    d[s] = amt;
1    while (!q.empty())
2    {
3	int u = q.front();
4	q.pop();
5	inq[u] = false;
 1	int siz = edge[u].size();
 2	for  ( int i = 0 ; i  < siz; i ++)
 3	{
 4	    int v = edge[u][i].fst;
 5	    double r = edge[u][i].sec.fst;
 6	    double c = edge[u][i].sec.sec;
 7	    double tmp = (d[u]-c)*r;
 8	    if (dblcmp(d[v]-tmp)<0)
 9	    {
10		d[v] = tmp;
11		if (inq[v]) continue;
12		inq[v] = true;
13		q.push(v);
14	    }
15	}
16    }
17    return d[s]>amt;
18}
19int main()
20{
21	#ifndef  ONLINE_JUDGE 
22	freopen("code/in.txt","r",stdin);
23  #endif
 1	ios::sync_with_stdio(false);
 2	cin>>n>>m>>s>>v;
 3	for ( int i = 1 ; i <= m ; i++)
 4	{
 5	    int u,v;
 6	    double r1,c1,r2,c2;
 7	    cin>>u>>v>>r1>>c1>>r2>>c2;
 8	    edge[u].push_back(MP(v,MP(r1,c1)));
 9	    edge[v].push_back(MP(u,MP(r2,c2)));
10	}
 1	if (spfa(s,v)) 
 2	{
 3	    puts("YES");
 4	}
 5	else
 6	{
 7	    puts("NO");
 8	}
 9  #ifndef ONLINE_JUDGE  
10  fclose(stdin);
11  #endif
12    return 0;
13}