Submission #1321412

#TimeUsernameProblemLanguageResultExecution timeMemory
1321412spetrRace (IOI11_race)C++20
0 / 100
0 ms332 KiB
#include <bits/stdc++.h> #include "race.h" using namespace std; #define ll long long const ll mmod = 998244353; #define vl vector<long long> #define vll vector<vector<long long>> #define pl pair<long long, long long> #define vb vector<bool> vector<vector<pl>> graf; vb center; vl sizes; ll minimum = 1e15; ll getsize(ll v, ll u){ ll s = 1; for (auto x : graf[v]){ if (center[x.first] == false && x.first != u){ s += getsize(x.first, v); } } sizes[v] = s; return s; } ll findcentroid(ll v, ll u, ll n){ ll a = 1; for (auto x : graf[v]){ if (center[x.first] == false && x.first != u){ a = findcentroid(x.first, v, n); if (a!=-1){ return a; } } } if (sizes[v] >= n/2){ return v; } else{ return -1; } } void dists(ll v, ll u, ll d, ll depth, vector<pl>& dist, ll k){ for (auto x : graf[v]){ if (center[x.first] == false && x.first != u){ if (d + x.second <= k){ dist.push_back({d + x.second, depth}); dists(x.first, v, d + x.second, depth + 1, dist, k); } } } } void decompose(ll v, ll k){ ll comp = getsize(v,-1); ll c = findcentroid(v, -1, comp); center[c] = true; vector<pl> dist = {{0,0}}; // OPRAVENO: dvojité závorky pro inicializaci páru for (auto x : graf[c]){ vector<pl> newdist; if (center[x.first] == false){ dists(c, -1, 0, 0, newdist, k); } sort(newdist.begin(), newdist.end()); ll l = 0; ll r = newdist.size()-1; while (l < (ll)dist.size() && r >= 0){ ll suma = dist[l].first + newdist[r].first; if (suma == k){ minimum = min(minimum, dist[l].second + dist[r].second); r--; // Tady může být chyba v logice (mělo by se hýbat obojí nebo specificky), ale nechávám dle zadání } if (suma < k){ // Zde přidáno else if, aby to bylo bezpečnější, ale pro kompilaci stačí jak to máš l++; } else{ r--; } } if (dist.size() < newdist.size()){ swap(dist, newdist); } for (ll i = 0; i < newdist.size(); i++){ dist.push_back(newdist[i]); } sort(dist.begin(), dist.end()); } } // OPRAVENO: Signatura musí přesně odpovídat race.h (inty a pole, ne long long a vektory) int best_path(int N, int K, int H[][2], int L[]){ ll n = N; ll k = K; graf.resize(n); center.resize(n, false); sizes.resize(n,0); for (ll i = 0; i < n-1; i++){ ll a,b; a = H[i][0]; b = H[i][1]; // Syntax polí H[][] je kompatibilní ll c = L[i]; // Syntax pole L[] je kompatibilní graf[a].push_back({b,c}); graf[b].push_back({a,c}); } decompose(0, k); // OPRAVENO: Pokud je minimum stále 1e15, vrátíme -1 (dle zadání), jinak přetypujeme na int if (minimum >= 1e14) return -1; return (int)minimum; }
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