Submission #1023216

#TimeUsernameProblemLanguageResultExecution timeMemory
1023216nam6Cyberland (APIO23_cyberland)C++17
0 / 100
33 ms33660 KiB
#include "cyberland.h" #include <bits/stdc++.h> using namespace std; const long long INFINI = 1e17; const int MAXI_NOEUDS = 100*1000 + 100; const int MAXI_K = 70; vector<int> pouvoirs; int fin; set<int> zeroAccess; vector<int> dejaVu; struct Arc{ int dest; int poids; }; struct Sit{ int node; int nbDiv; double dis; bool operator <(const Sit &other) const{ return dis > other.dis; } }; vector<vector<Arc>> adj; void dfs(int n){ if(dejaVu[n] == 1) return; dejaVu[n] = 1; if(n == fin){ return; } if(pouvoirs[n] == 0) zeroAccess.insert(n); for(int v=0; v<(int)adj[n].size(); v++){ dfs(adj[n][v].dest); } } double solve(int N, int M, int K, int H, vector<int> x, vector<int> y, vector<int> c, vector<int> arr) { zeroAccess.clear(); zeroAccess.insert(0); pouvoirs = arr; fin = H;; K = min(K, MAXI_K); dejaVu = vector<int>(N, 0); adj = vector<vector<Arc>>(N); for(int n=0; n<N; n++){ adj[x[n]].push_back({y[n], c[n]}); adj[y[n]].push_back({x[n], c[n]}); } dfs(0); if(!dejaVu[fin]) return -1; vector<vector<int>> deja(N, vector<int>(K+1, 0)); vector<vector<double>> distances(N, vector<double>(K+1, 1e17)); distances[fin][0]=0; priority_queue<Sit> aTraiter; aTraiter.push({fin, 0, 0}); while(!aTraiter.empty()){ Sit curSit = aTraiter.top(); aTraiter.pop(); if(curSit.node == fin && curSit.nbDiv != 0) continue; if(deja[curSit.node][curSit.nbDiv]) continue; if(zeroAccess.count(curSit.node)){ return curSit.dis; } deja[curSit.node][curSit.nbDiv] = 1; for(int i=0; i<(int)adj[curSit.node].size(); i++){ Arc voisin = adj[curSit.node][i]; int v = voisin.dest; int w = voisin.poids; // pas diviser par 2 if( distances[curSit.node][curSit.nbDiv] + (double)w/(double)pow(2, curSit.nbDiv) < distances[v][curSit.nbDiv]){ distances[v][curSit.nbDiv] = distances[curSit.node][curSit.nbDiv] + (double)w/(double)pow(2, curSit.nbDiv); aTraiter.push({v, curSit.nbDiv, distances[v][curSit.nbDiv]}); } // diviser par 2 if(pouvoirs[v] == 2 && curSit.nbDiv < K){ if(distances[curSit.node][curSit.nbDiv] + (double)w/(double)pow(2, curSit.nbDiv) < distances[v][curSit.nbDiv + 1]){ distances[v][curSit.nbDiv + 1] = distances[curSit.node][curSit.nbDiv] + (double)w/(double)pow(2, curSit.nbDiv); aTraiter.push({v, curSit.nbDiv+1, distances[v][curSit.nbDiv + 1]}); } } } } return -1; }
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