bzoj3196 [TYVJ1730]二逼平衡树 树套树 线段树套ScapeGoat_Tree
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人傻自带大常数
#include<cstdio> #include<cstring> #include<iostream> #define MAXN 1500005 using namespace std; const double A=0.756; const int inf=100000000; int n,m,a[50005]; struct ScapeGoat_Tree { ScapeGoat_Tree *ch[2]; int ex,cover,size,key; bool bad() { return cover*A<ch[0]->cover||cover*A<ch[1]->cover; } void pushup() { size=ch[0]->size+ch[1]->size+ex; cover=ch[0]->cover+ch[1]->cover+1; } }*null,pool[MAXN],*stack[MAXN],*lst[MAXN]; int top,len; inline void Init() { null=pool; null->cover=null->size=null->ex=null->key=0; null->ch[1]=null->ch[0]=null; for(int i=1;i<MAXN;i++)stack[++top]=pool+i; } inline ScapeGoat_Tree *New(int key) { ScapeGoat_Tree *p=stack[top--]; p->ch[1]=p->ch[0]=null; p->ex=p->cover=p->size=1; p->key=key; return p; } struct Tree { Tree *ch[2]; int l,r,mid; ScapeGoat_Tree *root; Tree(){ch[1]=ch[0]=NULL;root=null;} void* operator new(size_t size); }*root,*C,*mempool; void* Tree :: operator new(size_t size) { if(C==mempool) { C=new Tree[(1<<15)+10]; mempool=C+(1<<15)+10; } return C++; } void travel(ScapeGoat_Tree *p) { if(p==null)return; travel(p->ch[0]); if(p->ex) lst[++len]=p; else stack[++top]=p; travel(p->ch[1]); } ScapeGoat_Tree *divide(int l,int r) { if(l>r)return null; int mid=(l+r)>>1; lst[mid]->ch[0]=divide(l,mid-1); lst[mid]->ch[1]=divide(mid+1,r); lst[mid]->pushup(); return lst[mid]; } ScapeGoat_Tree **insert(ScapeGoat_Tree *&p,int key) { if(p==null) { p=New(key); return &null; } p->size++; p->cover++; ScapeGoat_Tree **ret=insert(p->ch[p->key<=key],key); if(p->bad())ret=&p; return ret; } inline void rebuild(ScapeGoat_Tree *&p) { len=0; travel(p); p=divide(1,len); } inline void Insert(ScapeGoat_Tree *&Root,int key) { ScapeGoat_Tree **p=insert(Root,key); if(*p!=null)rebuild(*p); } inline int rank(ScapeGoat_Tree *p,int key) { int ret=0; while(p!=null) if(p->key>=key) p=p->ch[0]; else ret+=p->ch[0]->size+p->ex,p=p->ch[1]; return ret; } void erase(ScapeGoat_Tree *p,int k) { p->size--; if(p->ex&&k==p->ch[0]->size+1) { p->ex=0; return; } if(p->ch[0]->size>=k) erase(p->ch[0],k); else erase(p->ch[1],k-p->ch[0]->size-p->ex); } inline void Erase_kth(ScapeGoat_Tree *&p,int k) { erase(p,k); if(p->size<p->cover*A)rebuild(p); } inline void Erase(ScapeGoat_Tree *&p,int key) { Erase_kth(p,rank(p,key)+1); } void build(Tree *p) { p->mid=(p->l+p->r)>>1; if(p->l==p->r)return; p->ch[0]=new Tree; p->ch[0]->l=p->l; p->ch[0]->r=p->mid; p->ch[1]=new Tree; p->ch[1]->l=p->mid+1; p->ch[1]->r=p->r; build(p->ch[0]); build(p->ch[1]); } void get_in(int key,int aim,Tree *p) { Insert(p->root,key); if(p->l==p->r)return; if(aim<=p->mid)get_in(key,aim,p->ch[0]); else get_in(key,aim,p->ch[1]); } void get_rank(int l,int r,int key,Tree *p,int &ans) { if(l<=p->l&&p->r<=r) { ans+=rank(p->root,key); return; } if(l<=p->mid)get_rank(l,r,key,p->ch[0],ans); if(p->mid<r)get_rank(l,r,key,p->ch[1],ans); } inline int Rank(int l,int r,int key) { int ans=0; get_rank(l,r,key,root,ans); return ans+1; } inline int Kth(int l,int r,int rk) { int z=0,y=inf,mid; int ans=0; while(z<=y) { mid=(z+y)>>1; int k=Rank(l,r,mid); if(k<=rk) ans=mid,z=mid+1; else y=mid-1; } return ans; } void get_out(int aim,int key,Tree *p) { Erase(p->root,key); if(p->l==p->r)return; if(aim<=p->mid)get_out(aim,key,p->ch[0]); else get_out(aim,key,p->ch[1]); } inline void work1() { int l,r,k; scanf("%d%d%d",&l,&r,&k); printf("%d\n",Rank(l,r,k)); } inline void work2() { int l,r,k; scanf("%d%d%d",&l,&r,&k); printf("%d\n",Kth(l,r,k)); } inline void work3() { int aim,key; scanf("%d%d",&aim,&key); get_out(aim,a[aim],root); a[aim]=key; get_in(key,aim,root); } inline void work4() { int l,r,k; scanf("%d%d%d",&l,&r,&k); printf("%d\n",Kth(l,r,Rank(l,r,k)-1)); } inline void work5() { int l,r,k; scanf("%d%d%d",&l,&r,&k); printf("%d\n",Kth(l,r,Rank(l,r,k+1))); } void dfs(Tree *p) { if(p->l==p->r)return; dfs(p->ch[0]); dfs(p->ch[1]); } int main() { freopen("psh.in","r",stdin); freopen("psh.out","w",stdout); Init(); root=new Tree; root->l=1; scanf("%d%d",&n,&m); root->r=n; build(root); dfs(root); for(int i=1;i<=n;i++) { scanf("%d",&a[i]); get_in(a[i],i,root); } dfs(root); int opt; while(m--) { scanf("%d",&opt); switch(opt) { case 1:work1();break; case 2:work2();break; case 3:work3();break; case 4:work4();break; case 5:work5();break; } } return 0; }
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