题目描述

  在Byteland一共有n个城市,编号依次为1到n,它们之间计划修建m条双向道路,其中修建第i条道路的费用为ci。

  Byteasar作为Byteland公路建设项目的总工程师,他决定选定一个区间[l,r],仅使用编号在该区间内的道路。他希望选择一些道路去修建,使得连通块的个数尽量少,同时,他不喜欢修建多余的道路,因此每个连通块都可以看成一棵树的结构。

  为了选出最佳的区间,Byteasar会不断选择q个区间,请写一个程序,帮助Byteasar计算每个区间内修建公路的最小总费用。

数据分析

  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" alt="" width="558" height="342" />

分析

  为什么数组开小了是WA不是RE,害我调了一个晚上啊

  题目中是区间查询,所以很容易想到用线段树维护答案

  显然,在子区间内不会构成最小生成树的边,在父区间内一定不在最小生成树上

  所以每个区间内只需要从小到大保存该区间范围内所有边中构成最小生成树/森林的边

  在区间合并时,运用归并的思想依次取子区间中较小边做 $Kruskal$

  时间复杂度为 $O((m+q \; log \; m)n \alpha (n))$

#include <iostream>
#include <cstdio>
#include <cstring>
#include <algorithm>
#include <vector>
#include <queue>
using namespace std;
#define ll long long
#define inf 0x3f3f3f3f
#define N 105
#define M 100005
#define lc (p << 1)
#define rc (p << 1 | 1)
#define mid (l + r >> 1) int n, m, q;
int f[N], tmp[N << ]; struct Edge {int u, v, w;} edge[M];
struct Tree {int sum, len, e[N];} t[M << ]; int find(int x) {
if (x == f[x]) return x;
return f[x] = find(f[x]);
} Tree merge(Tree l, Tree r) {
Tree p; p.sum = p.len = ;
int i = , j = , k = ;
while (i <= l.len && j <= r.len) {
if (edge[l.e[i]].w < edge[r.e[j]].w)
tmp[++k] = l.e[i++];
else tmp[++k] = r.e[j++];
}
while (i <= l.len) tmp[++k] = l.e[i++];
while (j <= r.len) tmp[++k] = r.e[j++];
for (int i = ; i <= n; i++) f[i] = i;
for (int i = ; i <= k; i++) {
int x = find(edge[tmp[i]].u);
int y = find(edge[tmp[i]].v);
if (x == y) continue;
f[x] = y;
p.e[++p.len] = tmp[i];
p.sum += edge[tmp[i]].w;
}
return p;
} void build(int p, int l, int r) {
if (l == r) {
t[p].e[t[p].len = ] = l; t[p].sum = edge[l].w;
return;
}
build(lc, l, mid);
build(rc, mid + , r);
t[p] = merge(t[lc], t[rc]);
} Tree query(int p, int l, int r, int ql, int qr) {
if (l == ql && r == qr) return t[p];
if (qr <= mid) return query(lc, l, mid, ql, qr);
if (ql > mid) return query(rc, mid + , r, ql, qr);
return merge(query(lc, l, mid, ql, mid), query(rc, mid + , r, mid + , qr));
} int main() {
scanf("%d%d%d", &n, &m, &q);
for (int i = ; i <= m; i++)
scanf("%d%d%d", &edge[i].u, &edge[i].v, &edge[i].w);
build(, , m);
while (q--) {
int l, r;
scanf("%d%d", &l, &r);
printf("%d\n", query(, , m, l, r).sum);
} return ;
}

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