Test instructions: 8 Directions If you can connect to a block, a number of connected blocks are obtained.
Analysis: The online solution is generally DFS, but today found and check set can also be resolved, in order to facilitate my own understanding of the great God template, then try to solve this problem, have not thought of ...
1#include <cstdio>2#include <iostream>3#include <sstream>4#include <cmath>5#include <cstring>6#include <cstdlib>7#include <string>8#include <vector>9#include <map>Ten#include <Set> One#include <queue> A#include <stack> -#include <algorithm> - #definell Long Long the #defineMem (M, a) memset (M, A, sizeof (m)) - #defineRepu (I, A, b) for (int i = A; I < b; i++) - #defineMAXN 1100 - Const DoublePi=-acos (-1.0); + using namespacestd; - structNode + { A intval, x, y; at BOOL operator< (ConstNode a)Const - { - returnVal >A.val; - } -Node (intv=0,intx=0,inty=0): Val (v), X (x), Y (y) {} -} nd[maxn*MAXN]; in structQuery - { to inth, id; + BOOL operator< (ConstQuery a)Const - { the returnH>a.h; * } $Query (intH=0,intId=0): H (h), ID (ID) {}Panax Notoginseng} q[100010]; - BOOLVIS[MAXN][MAXN]; the intN, M, pre[maxn*MAXN]; + Const intdx[]= {0,0, -1,1,1,1, -1, -1}; A Const intdy[]= {1, -1,0,0,1, -1,1, -1}; the intFind (intx) + { - if(Pre[x] = =-1)returnx; $ returnPRE[X] =Find (pre[x]); $ } - BOOLOK (intXinty) - { the returnX && y && x<=n && y<=m; - }Wuyi intJudgeintXinty) the { - intv[5], cnt=0; Wu for(intI=0; i<8; i++)///looking for the four numbers around him which are the collections of - { About intNx=x+dx[i], ny=y+Dy[i]; $ if(OK (NX, NY) && Vis[nx][ny])///that have been traversed. - { - intt = Find (m* (nx-1)+NY); -v[cnt++] =T; A } + } theSort (V, v+CNT); -CNT = Unique (V, v+cnt)-v; $ for(intI=0; I < CNT; i++) thePre[v[i]] = m* (X-1) +y;///all the filters are grouped into (x, y) the return 1-CNT;///The returned value is only -1,0,1. the } the intMain () - { in Charc[ the][ the]; the intT, T, V; the while(~SCANF ("%d%d", &n, &m), n +m) About { the GetChar (); the inttot=0; theRepu (I,1, n+1) + gets (C[i]); -Repu (I,1, n+1) the {BayiRepu (J,0, M) the { the if(C[i][j] = ='*') -Nd[tot]=node (1, I, j+1); - Else theNd[tot]=node (2, I, j+1); thetot++; the } the } - ///It's all from big to small . theSort (ND, nd+tot); thememset (Vis,0,sizeofvis); thememset (Pre,-1,sizeofpre);94 intCnt=0, j =0; the for(; Nd[j].val >1&& J < tot; J + +) the { the ///If this point is larger than the point you are querying, you can add its coordinates98CNT + =judge (nd[j].x, nd[j].y); Aboutvis[nd[j].x][nd[j].y]=1; - }101printf"%d\n", CNT);102 }103 return 0;104 } the /*106 3 5107 *@*@*108 **@**109 *@*@* the */
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with the help of UVA 1665 , the Great god template
UVA 572 Oilfield connected block-and check set resolution