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运输计划 洛谷P2680

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题目链接

题目描述

公元2044 年,人类进入了宇宙纪元。
L 国有 n 个星球,还有 n1 条双向航道,每条航道建立在两个星球之间,这 n1 条航道连通了 L 国的所有星球。
小 P 掌管一家物流公司, 该公司有很多个运输计划,每个运输计划形如:有一艘物流飞船需要从 ui 号星球沿最快的宇航路径飞行到 vi 号星球去。显然,飞船驶过一条航道是需要时间的,对于航道 j,任意飞船驶过它所花费的时间为 tj,并且任意两艘飞船之间不会产生任何干扰。
为了鼓励科技创新, L 国国王同意小 P 的物流公司参与 L 国的航道建设,即允许小P 把某一条航道改造成虫洞,飞船驶过虫洞不消耗时间。
在虫洞的建设完成前小 P 的物流公司就预接了 m 个运输计划。在虫洞建设完成后,这 m 个运输计划会同时开始,所有飞船一起出发。当这 m 个运输计划都完成时,小 P 的物流公司的阶段性工作就完成了。
如果小 P 可以自由选择将哪一条航道改造成虫洞, 试求出小 P 的物流公司完成阶段性工作所需要的最短时间是多少?

输入输出格式

输入格式:

第一行包括两个正整数 n,m,表示 L 国中星球的数量及小 P 公司预接的运输计划的数量,星球从 1n 编号
接下来 n1 行描述航道的建设情况,其中第 i 行包含三个整数 ai,biti,表示第 i 条双向航道修建在 aibi 两个星球之间,任意飞船驶过它所花费的时间为 ti
接下来 m 行描述运输计划的情况,其中第 j 行包含两个正整数 ujvj,表示第 j 个运输计划是从 uj 号星球飞往 vj号星球。

输出格式:

一个整数,表示小 P 的物流公司完成阶段性工作所需要的最短时间。

数据范围:

![alt][fanwei]

样例

样例一输入:

  1. 6 3
  2. 1 2 3
  3. 1 6 4
  4. 3 1 7
  5. 4 3 6
  6. 3 5 5
  7. 3 6
  8. 2 5
  9. 4 5

样例一输出:

11

思路

1.二分,树上差分

首先预处理所有运输计划首末两点的lca和距离,然后按距离长短降序排列
二分所需的最短时间为h
显然,被修改的航道一定被所有距离大于h的路径覆盖
那么就转化成了一道树上差分裸题
维护全局变量 $ mx $ 表示满足上述条件的路径的最大值
dfs回溯时统计即可

  1. #include <algorithm>
  2. #include <iostream>
  3. #include <cstring>
  4. #include <cstdio>
  5. #include <cmath>
  6. #include <queue>
  7. #include <list>
  8. #include <map>
  9. #define ll long long
  10. #define ull unsigned long long
  11. using namespace std;
  12. const int mx_n = 300010;
  13. int n,m,st;
  14. int dep[mx_n];
  15. int num[mx_n];
  16. int fa[mx_n][21],le[mx_n][21];
  17. int h[mx_n],to[mx_n<<1],nx[mx_n<<1],w[mx_n<<1],cnt;
  18. struct stu {
  19. int u,v,lca;
  20. int le;
  21. bool operator < (const stu&a)const {
  22. return le > a.le;
  23. }
  24. } a[mx_n];
  25. struct io
  26. {
  27. char op[10000000],* s;
  28. io(){fread(s=op,1,1<<26,stdin);}
  29. inline int read()
  30. {
  31. register int u = 0;
  32. while(*s<48) s++;
  33. while(*s>32)
  34. u=u*10+* s++ -48;
  35. return u;
  36. }
  37. } ip;
  38. #define read ip.read
  39. inline void add(int f,int t,int co) {
  40. nx[++cnt] = h[f]; h[f] = cnt; to[cnt] = t; w[cnt] = co;
  41. nx[++cnt] = h[t]; h[t] = cnt; to[cnt] = f; w[cnt] = co;
  42. }
  43. void dfs(int x) {
  44. for(int i = h[x]; i; i = nx[i])
  45. if(to[i] != fa[x][0]) {
  46. le[to[i]][0] = w[i];
  47. fa[to[i]][0] = x;
  48. dep[to[i]] = dep[x] + 1;
  49. dfs(to[i]);
  50. }
  51. }
  52. inline void LCA_1(int m) {
  53. int tmp = 0;
  54. int x = a[m].u,y = a[m].v;
  55. if(dep[x] < dep[y]) swap(x,y);
  56. for(int i =20; i >= 0; i--)
  57. if(dep[fa[x][i]] >= dep[y]) {
  58. tmp += le[x][i];
  59. x = fa[x][i];
  60. }
  61. if(x == y) {
  62. a[m].le = tmp;
  63. a[m].lca = x;
  64. return;
  65. }
  66. for(int i =20; i >= 0; i--)
  67. if(fa[x][i] != fa[y][i]) {
  68. tmp += le[x][i] + le[y][i];
  69. x = fa[x][i];
  70. y = fa[y][i];
  71. }
  72. tmp += le[x][0] + le[y][0];
  73. a[m].le = tmp;
  74. a[m].lca = fa[x][0];
  75. }
  76. inline int deal(int x,const int&bs) {
  77. int now = num[x];num[x] = 0;
  78. for(int i = h[x]; i; i = nx[i])
  79. if(to[i] != fa[x][0]) {
  80. now += deal(to[i],bs);
  81. }
  82. if(now == bs) st = max(st,le[x][0]);
  83. return now;
  84. }
  85. bool check(int x) {
  86. st = 0;int i;
  87. for(i = 1; i <= m && a[i].le > x; i++) {
  88. num[a[i].u]++;
  89. num[a[i].v]++;
  90. num[a[i].lca] -= 2;
  91. }
  92. if(i == 1) return true;
  93. deal(1,i-1);
  94. return x >= a[1].le - st;
  95. }
  96. int main() {
  97. int aa,b,c;
  98. n = read(),m = read();
  99. for(int i = 1; i < n; i++) {
  100. aa = read(),b = read(), c = read();
  101. add(aa,b,c);
  102. }
  103. fa[1][0] = 1;
  104. dfs(1);
  105. for(int i = 1; i <=20; i++)
  106. for(int j = 1; j <= n; j++) {
  107. fa[j][i] = fa[fa[j][i-1]][i-1];
  108. le[j][i] = le[j][i-1] + le[fa[j][i-1]][i-1];
  109. }
  110. for(int i = 1; i <= m; i++) {
  111. a[i].u = read(),a[i].v = read();
  112. LCA_1(i);
  113. }
  114. sort(a+1,a+1+m);
  115. // for(int i = 1; i <= m; i++)
  116. // printf("%lld\n",a[i].le);
  117. int l = 1,r = a[1].le,ans;
  118. while(l <= r) {
  119. int mid = (l+r) >> 1;
  120. if(check(mid)) {
  121. ans = mid;
  122. r = mid - 1;
  123. } else l = mid + 1;
  124. }
  125. printf("%d\n", ans);
  126. }

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