Submission #915609

#TimeUsernameProblemLanguageResultExecution timeMemory
915609ThylOneTwo Currencies (JOI23_currencies)C++14
0 / 100
38 ms60504 KiB
//#################### //TwoCurrencies //#################### #include<bits/stdc++.h> using ll = long long; using namespace std; const int maxiN = 1000042; const int LOG = 18; int n, m, q; vector < int > links[maxiN]; int depth[maxiN]; int up[maxiN][LOG]; void root(int node, int d = 0, int parent = -1) { up[node][0] = parent; depth[node] = d; for (int v: links[node]) if (v != parent) { root(v, d + 1, node); } } int getK(int node, int K) { for (int i = LOG - 1; i >= 0; i--) { if ((K >> i) & 1) { node = up[node][i]; } } return node; } int LCA(int a, int b) { if (depth[b] > depth[a]) swap(a, b); a = getK(a, depth[a] - depth[b]); if (a == b) { return a; } for (int l = LOG - 1; l >= 0; l--) { if (up[a][l] != up[b][l]) { a = up[a][l]; b = up[b][l]; } } return up[a][0]; } pair<int,int> eulerseg[maxiN]; int actEuleur=-1; void computeEuleurTour(int node,int parent = -1){ actEuleur++; eulerseg[node].first = actEuleur; for(int v:links[node])if(parent!=v){ computeEuleurTour(v,node); } actEuleur++; eulerseg[node].second = actEuleur; } struct segtree{ vector<int> vals; int leaf; segtree(int n){ leaf = (1<<((int)ceil(log2(n)))); vals.resize(2*leaf); fill(vals.begin(),vals.end(),0); } segtree()=default; void init(int n){ leaf = (1<<((int)ceil(log2(n)))); vals.resize(2*leaf); fill(vals.begin(),vals.end(),0); } void reset(){ fill(vals.begin(),vals.end(),0); } void _addRange(int a,int b,int val){ if(a==b){ vals[a]+=val; }else if(a&1){ vals[a]+=val; _addRange(a+1,b,val); }else if(b%2==0){ vals[b]+=val; _addRange(a,b-1,val); }else{ _addRange(a/2,b/2,val); } } void addRange(int a,int b,int val){ _addRange(a+leaf,b+leaf,val); } int getVal(int pos){ pos+=leaf; int re = 0; for(int p=pos;p>=1;p>>=1){ re+=vals[p]; } return re; } }; struct req{ int a,b; ll x,y; int lca; ll totalSum; }; vector<pair<ll,int>> W_child; vector<req> queries; vector<ll> ans; struct node{ int deb,fin; vector<int> id_req; }; int middle(node&node_){ int m = (node_.deb+node_.fin)/2; if(m==node_.fin)m=node_.deb; return m; } segtree pathsum,occurence; pair<int,int> computePath(int a,int b,int lca){ ll nbocc=0; ll sumGold=0; if(a==lca && b==lca){ nbocc=0; }else if(a==lca){ nbocc=occurence.getVal(eulerseg[b].first)-occurence.getVal(eulerseg[a].first); sumGold=pathsum.getVal(eulerseg[b].first)-pathsum.getVal(eulerseg[a].first); }else if(b==lca){ nbocc=occurence.getVal(eulerseg[a].first)-occurence.getVal(eulerseg[b].first); sumGold=pathsum.getVal(eulerseg[a].first)-pathsum.getVal(eulerseg[b].first); }else{ nbocc=occurence.getVal(eulerseg[b].first)+occurence.getVal(eulerseg[a].first)-2*occurence.getVal(eulerseg[lca].first);; sumGold=pathsum.getVal(eulerseg[b].first)+pathsum.getVal(eulerseg[a].first)-2*pathsum.getVal(eulerseg[lca].first);; } return {sumGold,nbocc}; } vector<bool> oracle(vector<int> reqs,int p){ vector<bool> ans(reqs.size()); for(int i:reqs){ pair<int,int> rep = computePath(queries[i].a,queries[i].b,queries[i].lca); if(queries[i].x>=rep.second && queries[i].y<=(queries[i].totalSum-rep.first)){ ans[i]=true; }else{ ans[i]=false; } } return ans; } void parallel_binary_search(){ //usagé donc on nettoie pathsum.reset(); occurence.reset(); vector<int> ids; for(int i = 0;i<n;i++){ ids.push_back(i); } node first = {0,n-1,ids}; vector<node> nodes = {first}; for(int lvl=0;lvl<LOG;lvl++){ cout<<"#0 :"<<lvl<<endl; pathsum.reset(); occurence.reset(); int actPush = n; vector<node> next_lvl; cout<<"#1"<<endl; for(node &node_:nodes){ if(node_.deb==node_.fin){ //singleton for(int i:node_.id_req){ ans[i] = node_.deb; } }else{ int mid = middle(node_); cout<<"here"<<endl; //On met à jour les segtree pour l'oracle while(actPush!=mid){ actPush--; pathsum.addRange(eulerseg[W_child[actPush].second].first,eulerseg[W_child[actPush].second].second,W_child[actPush].first); occurence.addRange(eulerseg[W_child[actPush].second].first,eulerseg[W_child[actPush].second].second,1); } cout<<"here"<<endl; vector<bool> dir = oracle(node_.id_req,mid); cout<<"here"<<endl; node left,right; left.deb = node_.deb; left.fin = mid; right.deb = mid+1; right.fin = node_.fin; for(int i:node_.id_req){ if(dir[i]){ right.id_req.push_back(i); }else{ left.id_req.push_back(i); } } next_lvl.push_back(right); next_lvl.push_back(left); } } cout<<"#2"<<lvl<<endl; nodes.clear(); swap(nodes,next_lvl); } } signed main() { fill(depth, depth + maxiN, -1); cin >> n >> m >> q; queries.resize(q); occurence.init(2*n); pathsum.init(2*n); ans.resize(q); vector < pair < int, int >> edges; for (int i = 0; i < n - 1; i++) { int a, b; cin >> a >> b; a--; b--; edges.push_back({a,b}); links[a].push_back(b); links[b].push_back(a); } root(0, 0, -1); int C=-1; computeEuleurTour(0); for (int i = 0; i < m; i++) { int p, c; cin >> p >> c; C = c; p--; auto a = edges[p].first; auto b = edges[p].second; if (depth[a] < depth[b]) swap(a, b); occurence.addRange(eulerseg[a].first,eulerseg[a].second,1); pathsum.addRange(eulerseg[a].first,eulerseg[a].second,C); W_child.push_back({c,a}); } //On calcule la tab de LCA for (int l = 1; l < LOG; l++) { for (int i = 0; i < n; i++) { if (up[i][l - 1] == -1) { up[i][l] = -1; } up[i][l] = up[up[i][l - 1]][l - 1]; } } for (int i = 0; i < q; i++) { int a,b; ll x, y; cin >> a >> b >> x >> y; a--; b--; int lca = LCA(a, b); queries[i] = {a,b,x,y,lca,computePath(a,b,lca).first}; } parallel_binary_search(); return 0; };
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