/// <summary>
/// public wrapper for recursion
/// try each possible move, find the one with the best score
/// </summary>
/// <param name="lookahead">how far to look ahead</param>
/// <param name="playerX">is this for player x</param>
/// <returns>The data on the best move location and score</returns>
public MinimaxResult DoMinimax(int lookahead, bool playerX)
{
// set up inital state
DateTime startTime = DateTime.Now;
if (lookahead < 1)
{
throw new Exception("Invalid lookahead of " + lookahead);
}
this.debugDataItems.Clear();
Occupied player = playerX.ToPlayer();
int alpha = MoveScoreConverter.ConvertWin(player.Opponent(), 0);
int beta = MoveScoreConverter.ConvertWin(player, 0);
MinimaxResult bestMove = this.ScoreBoard(lookahead, this.ActualBoard, playerX, alpha, beta);
if (bestMove.Move != Location.Null)
{
GoodMoves.AddGoodMove(0, bestMove.Move);
}
DateTime endTime = DateTime.Now;
this.MoveTime = endTime - startTime;
return(bestMove);
}
public MinimaxResult DoMinimax(int depth, bool isComputer)
{
// megmondja, hogy ki a jatekos, ha a gep, akkor az isComputerben true van, es akkor a plyaerben xPlayer lesz.
Occupied player = isComputer.ToPlayer();
// a gep az alpha
this.alpha = MoveScoreConverter.ConvertWin(player.Opponent(), 0);
// ember a beta
this.beta = MoveScoreConverter.ConvertWin(player, 0);
// a minimax algoritmus magaban
MinimaxResult bestMove = this.MiniMaxAlg(depth, isComputer, board);
if (bestMove.Move != Location.Null)
{
// killer heurisztika
GoodMoves.AddGoodMove(0, bestMove.Move);
}
return(bestMove);
}