backgammonevaluation301105669.java.bak

人工智能_bachgammonagent

/**File: BackgammonEvaluation301105669.java
 *CMPT310 Assignment 2 - Part2
 *@author: Yifu Diao
 *@email: [e-mail]
 */
 //package bkgm;


public class BackgammonEvaluation301105669 extends Evaluation
{

    public BackgammonEvaluation301105669()
    {
	MAX_SCORE = (BackgammonBoard.CHECKERS_PER_player_num+Dice.DIE_MAX)*BackgammonBoard.NUM_POINTS*BackgammonBoard.NUM_POINTS;
	MIN_SCORE = -MAX_SCORE;
    }
    //The following function checks the number of single checkers that can be hit by our opponent and penalise it
    private int penaliseForOneChecker(BackgammonBoard b, int player_num_num)
    {
        int SingleCheckerAmount=0;
        if(player_num_num==1)
        {
            int i=b.NUM_POINTS-1;
            //skip the checkers that cannot be threatened
            while(i>=0 && b.board[i]>=0)
                i--;
            for(int y=0;y<i;y++)
            {
                if(b.board[i]==1)
                    SingleCheckerAmount++;
            }
        }
        else
        {
            int i=0;
            //skip the checkers that cannot be threatened
            while(i<b.NUM_POINTS && b.board[i]<=0)
                i++;
            for(int y=(i+1);y<b.NUM_POINTS;y++)
            {
                if(b.board[i]==-1)
                    SingleCheckerAmount++;
            }
        }
        return SingleCheckerAmount;
    }
	 //The following function gives bonus for having a row
    //of points of at least two checkers per point near the
    //opponent's home
    private int primeGameEvaluation(BackgammonBoard, int player_num)
    {
        int maxTwo=0;       //at most two checkers per point
        int LeatTwo=0;       //at least two checkers per point
		for(int i=(player_num+13*(1-player_num));i<(11*player_num+23*(1-player_num));i++)
        {
            if((player_num*b.board[i]-1+player_num)>(player_num+(1-player_num)*b.board[i]))
                LeatTwo++;
            else
            {
                if(LeatTwo>maxTwo)
                    maxTwo=LeatTwo;
                LeatTwo=0;
            }
        }
        if(LeatTwo>maxTwo)
            maxTwo=LeatTwo;

        return maxTwo*b.NUM_POINTS;
    }
    
    //The following function gives a bonus to blocking an opponent's checker on the base
    private int blitzEvaluation(BackgammonBoard b, int player_num_num)
    {
        int k=0;
        int i=(1-player_num_num)*(b.NUM_POINTS-1);
        while((b.board[i]*player_num_num+player_num_num-1)>(player_num_num+b.board[i]*(1-player_num_num))&&(k<7))
        {
            k++;
            i+=2*player_num_num-1;
        }
        return k*b.NUM_POINTS;
    }
   
    //This function is used to evaluate the board in the following way:
    //It penalises you for the checkers you have on bar and rewards you
	//for the opponents checkers on bar.
	//It weights your checkers more if they are closer to your home,
    //giving you the maximum weight for the checkers that are at home
    //and penalises you for the opponent's checkers that are close
    //to his or her home. 
    private int evaluateCheckers(BackgammonBoard b, int player_num)
    {
        int value=0;
        for (int i=0;i<b.NUM_POINTS;i++)
        {
            if(b.board[i]>0)
                value= value+player_num*b.board[i]*i-(1-player_num)*b.board[i]*i;
            else
                value= value-player_num*b.board[i]*(b.NUM_POINTS-i-1)+(1-player_num)*b.board[i]*(b.NUM_POINTS-i-1);
        }
        value+=b.in_home[player_num]*b.NUM_POINTS;
        value-=b.in_home[1-player_num]*b.NUM_POINTS;
        value-=b.on_bar[player_num]*b.NUM_POINTS;
        value+=b.on_bar[1-player_num]*b.NUM_POINTS*b.NUM_POINTS;
        return value;
    }
	//This function returns the board evaluation score given the board and the number of player_num from whose
    //perspective we are evaluating the board
    public float boardScore(BackgammonBoard b, int player_num)
    {
        //decide which strategy to adopt
        int tmpEval=evaluateChecker(b,player_num);
        boolean blitzGame=false;
        if (tmpEval<=2*b.NUM_POINTS*b.NUM_POINTS && !blitzGame)
            //it's a priming game
        {
            tmpEval+=primeGameEvaluation(b,player_num);
        }
		if(b.on_bar[1-player_num]>0)
        {
            //it's a blitz game 
            tmpEval+=blitzEvaluation(b,player_num);
            blitzGame=true;
        }
        //At last, penalise for 1-checker points
        tmpEval-=penaliseForOneChecker(b,player_num);
        return (float)tmpEval;
    }
}