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The Min-Max algorithm is a decision-making algorithm widely used in two-player turn-based games, such as Tic-Tac-Toe, Chess, or Connect Four. It helps a player determine the best move by considering all possible future moves and their outcomes.
The Min-Max algorithm explores the game tree by alternating between minimizing and maximizing players. The goal is to find the optimal move that maximizes the player's advantage while minimizing the opponent's advantage.
Here's a brief overview of the key concepts:
The algorithm evaluates each possible move and assigns a score to it. The best move for the maximizing player is the one with the highest score, while the best move for the minimizing player is the one with the lowest score.
Let's implement the Min-Max algorithm in Python using a simple example: Tic-Tac-Toe.
This example demonstrates the Min-Max algorithm in a simple Tic-Tac-Toe game. Adjust the depth parameter in the find_best_move function to control the lookahead depth of the algorithm. Keep in mind that deeper lookahead requires more computation but can lead to better decisions.
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