Transmission Door
lca+ tree (can persist line tree)
Take a point as the root, and each segment tree records the distribution of the weights on the axis of the node to the root of the tree (of course discretization),
The distribution of the number on the axis of the two-point u,v path can be expressed as TREE[U]+TREE[V]-TREE[LCA (u,v)]-tree[fa (u,v)] (you can draw yy for a moment),
Then you can query the tree you got.
Code:
#include <bits/stdc++.h>using namespacestd;#defineN ((1<<17)-1)intn,m,rv[n],v[n],dep[n],jp[n][ -],cnt,p[n];BOOLVis[n];vector<vector<int> >G;structsn{SN*son[2]; intVal;} Sn[n* -],*Root[n];voidBuild (Sn&x,intLintR) { if(L==R)return; intM= (l+r) >>1; x.son[0]=&sn[++CNT]; x.son[1]=&sn[++CNT]; Build (*x.son[0],l,m); Build (*x.son[1],m+1, R);} InlineBOOLcmpintAintb) {returnrv[a]<rv[b];}voidPutin () {intI,x,y; scanf ("%d%d",&n,&m); G.resize (n+1); for(i=1; i<=n;i++) scanf ("%d", &rv[i]), p[i-1]=i; Sort (p,p+n,cmp); for(i=0; i<n;i++) v[p[i]]=i; for(i=0; i<n-1; i++) {scanf ("%d%d",&x,&y); G[x].push_back (y); G[y].push_back (x); } Build (sn[0],0, N-1); root[0]=&sn[0];}voidRebuild (Sn&x,intLintRintk) {X.val++; if(L==R)return; intM= (l+r) >>1, S; if(k<=m) s=0, r=m; Elses=1, l=m+1; sn[++cnt]=*X.son[s]; X.son[s]=&sn[cnt]; Rebuild (*x.son[s],l,r,k);}voidDfsintXintFintd) { inti; VIS[X]=1; DEP[X]=D; jp[x][0]=F; for(i=0; jp[x][i];i++) Jp[x][i+1]=Jp[jp[x][i]][i]; ROOT[X]=&sn[++CNT]; *root[x]=*Root[f]; Rebuild (*ROOT[X],0, N-1, v[x]); for(i=0; I<g[x].size (); i++) if(!vis[g[x][i]]) DFS (g[x][i],x,d+1);}intSearch (Sn&a,sn&b,sn&c,sn&d,intLintRintk) { if(L==R)returnl; intVal= (*a.son[0]). val+ (*b.son[0]). val-(*c.son[0]). val-(*d.son[0]). val; intM= (l+r) >>1, S; if(val>=k) s=0, r=m; Elses=1, k-=val,l=m+1; returnSearch (*a.son[s],*b.son[s],*c.son[s],*d.son[s],l,r,k);}intLCA (intUintv) { inti; if(dep[u]!=Dep[v]) { if(dep[u]<Dep[v]) swap (U,V); for(i= -; i>=0; i--) if(Dep[u]-(1<<i) >=dep[v]) u=Jp[u][i]; } if(U==V)returnu; for(i= -; i>=0; i--) if(jp[u][i]!=Jp[v][i]) {u=Jp[u][i]; V=Jp[v][i]; } returnjp[u][0];}voidAnswer () {inti,ans=0, U,v,k,lca; for(i=0; i<m;i++) {scanf ("%d%d%d",&u,&v,&k); U^=ans; LCA=LCA (U,V); Ans=rv[p[search (*root[u],*root[v],*root[lca],*root[jp[lca][0]],0, N-1, K)]; printf ("%d", ans); if(i<m-1) printf ("\ n"); }}intMain () {Putin (); DFS (1,0,1); Answer ();}
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AlbanianArabicAzerbaijani languageIrishEstonianBasque languageBelarusian languageBulgarianIcelandicPolishBosnianPersianBoolean language (Afrikaans)DanishGermanRussianFrenchFilipinoFinnishKhmer languageGeorgian languageGujaratiKazakhHaitian CreoleKoreanHausa languageDutchGalicianCatalanCzechKannada languageCroatianLatin languageLatvianLao languageLithuanianRomanian languageMalagasy languageMalteseMarathiMalayalamMalayFYRO MacedonianMaoriMongolianBengaliBurmese languageHmongZulu, South AfricaNepalese languageNorwegianPunjabiPortugueseChichewa languageJapaneseSwedishSerbian languageSesotho languageSinhala languageWorld languageSlovakSlovenianSwahiliCebu languageSomalia languageTajik languageTeluguTamilThaiTurkishWelshUrdu languageUkrainianUzbek languageHebrewGreekSpanishHungarianArmenianIgbo languageItalianYiddishHindiIndonesian SundaIndonesian languageIndonesian JavaneseEnglishYorubaVietnameseChinese SimplifiedChinese Traditional |
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[Bzoj 2588] Count on a tree