Fhq-Treap 模板
作者:互联网
namespace Fhq_Treap {
int ch[N][3], siz[N], val[N], cnt, rnd[N];
inline void update(int x);
inline int newnode(int x);
inline int Kth(int now, int k);
inline void split(int now, int k, int &x, int &y);
inline int merge(int A, int B);
inline void insert(int a);
inline void Delete(int a);
inline int find_rank(int a);
inline int find_Kth(int a);
inline int find_pre(int a);
inline int find_nxt(int a);
}
namespace Fhq_Treap {
inline void update(int x) { siz[x] = 1 + siz[ch[x][0]] + siz[ch[x][1]]; }
inline int newnode(int x) {
val[++cnt] = x; siz[cnt] = 1;
rnd[cnt] = rand();
return cnt;
}
inline int Kth(int now, int k) {
while (1) {
if (k <= siz[ch[now][0]])now = ch[now][0];
else if (k == siz[ch[now][0]] + 1)return now;
else k -= siz[ch[now][0]] + 1, now = ch[now][1];
}
}
inline void split(int now, int k, int &x, int &y) {
if (now == 0) {
x = y = 0;
return ;
}
if (val[now] <= k) {
x = now; split(ch[now][1], k, ch[now][1], y);
} else {
y = now; split(ch[now][0], k, x, ch[now][0]);
}
update(now);
}
inline int merge(int A, int B) {
if (!A || !B)return A + B;
else if (rnd[A] < rnd[B]) {
ch[A][1] = merge(ch[A][1], B);
update(A); return A;
} else {
ch[B][0] = merge(A, ch[B][0]);
update(B); return B;
}
}
inline void insert(int a) {
split(root, a, x, y);
root = merge(merge(x, newnode(a)), y);
}
inline void Delete(int a) {
split(root, a, x, z);
split(x, a - 1, x, y);
y = merge(ch[y][0], ch[y][1]);
root = merge(merge(x, y), z);
}
inline int find_rank(int a) {
split(root, a - 1, x, y);
int ret = siz[x] + 1;
root = merge(x, y);
return ret;
}
inline int find_Kth(int a) { return val[Kth(root, a)]; }
inline int find_pre(int a) {
split(root, a - 1, x, y);
int ret = val[Kth(x, siz[x])];
root = merge(x, y);
return ret;
}
inline int find_nxt(int a) {
split(root, a, x, y);
int ret = val[Kth(y, 1)];
root = merge(x, y);
return ret;
}
}
标签:cnt,int,siz,void,Treap,inline,Fhq,find,模板 来源: https://www.cnblogs.com/Oier-GGG/p/16542356.html