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          八皇后回溯版

          回溯法有“通用的解題法“之稱。用它可以系統(tǒng)的搜索一個問題的所有解或任一解。會所法是一個既帶有系統(tǒng)性又帶有跳躍性的搜索算法,他在包含問題的所有解的解空間樹中,按照深度有限的策略,從根節(jié)點出發(fā)搜索解空間樹,算法搜索至解空間樹的任一節(jié)點時,總是先判斷該節(jié)點是否肯定不包含問題的解。如果肯定不包含,則跳過對該節(jié)點為根的子樹的系統(tǒng)搜索,逐層向其祖先節(jié)點回溯,否則進入該子樹,繼續(xù)按照深度優(yōu)先的策略進行搜索。回溯法在用來求問題的任一接時,只要搜索到問題的一個解就可以結(jié)束。
          這種深度優(yōu)先的解的算法稱為回溯法,它適合于解一些組合數(shù)較大的問題。

          用回溯法解n皇后問題時,可以用一棵完全n叉樹來表示其解空間。剪去不滿足行列和斜線攻擊的子樹后,剩下的就是問題的解答。

          代碼:

          package com.sitinspring;

          /**
           * 八皇后問題回溯版
           * 
          @author sitinspring(junglesong@gmail.com)
           * 
          @since 2008-7-8 上午10:34:28
           * @vsersion 1.00 創(chuàng)建 sitinspring 2008-7-8 上午10:34:28
           
          */

          public class EightQueenBacktrack{
              
          // 皇后數(shù)量
              private int queenCount;
              
              
          // 存放皇后縱坐標(biāo)的數(shù)組
              private int[] arr;
              
              
          /**
               * 構(gòu)造函數(shù)
               * 
          @param queenCount
               
          */

              
          public EightQueenBacktrack(int queenCount){
                  
          this.queenCount=queenCount;
                  arr
          =new int[queenCount];
                  
                  
          // 從第零個皇后開始放置
                  backtrack(0);
              }

              
              
          /**
               * 顯示n皇后在棋盤中位置
               *
               
          */

              
          private void displayArr(){
                  System.out.println(
          "-------"+queenCount+"------>");
                  
          for(int i=0;i<queenCount;i++){
                      
          for(int j=0;j<queenCount;j++){
                          
          if(arr[i]!=j){
                              System.out.print(
          "■ ");
                          }

                          
          else{
                              System.out.print(
          "");
                          }

                      }

                      
                      System.out.println();
                  }

                  System.out.println(
          "<-------"+queenCount+"------");
              }

              
              
          /**
               * 判斷處于第n位的皇后是否與前面的皇后沖突
               * 
          @param n
               * 
          @return
               
          */

              
          private boolean isValidPos(int n){
                  
          for(int i=0;i<n;i++){
                      
          // 斜線鑒別和列鑒別。行鑒別無須參與
                      if(Math.abs(n-i)==Math.abs(arr[n]-arr[i]) || arr[i]==arr[n]){
                          
          return false;
                      }

                  }

                  
                  
          return true;
              }

              
              
          /**
               * 回溯依次安放皇后的位置
               * 
          @param column
               
          */

              
          private void backtrack(int column){
                  
          if(column==queenCount){    
                      
          // 進入這里表示前面的queenCount個皇后都已經(jīng)放在了正確的位置
                      displayArr();    // 顯示皇后    
                      return;
                  }

                  
          else{
                      
          for(int i=0;i<queenCount;i++){
                          
          // 皇后共有queenCount個位置可選
                          arr[column]=i;
                          
          if(isValidPos(column)){
                              
          // 安放下一個皇后
                              backtrack(column+1);
                          }

                      }

                  }

              }

              
              
          /**
               * 程序入口
               * 
          @param args
               
          */

              
          public static void main(String[] args){
                  
          new EightQueenBacktrack(8);
                  
                  
          /*for(int i=1;i<20;i++){
                      new EightQueenBacktrack(i);
                  }
          */

              }

          }


          輸出:
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          <-------8------
          -------8------>
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          <-------8------
          -------8------>
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          <-------8------
          -------8------>
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          -------8------>
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          <-------8------
          -------8------>
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          -------8------>
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          -------8------>
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          -------8------>
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          -------8------>
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          posted on 2008-07-08 11:38 sitinspring 閱讀(772) 評論(0)  編輯  收藏 所屬分類: 算法數(shù)據(jù)結(jié)構(gòu)

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