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Is minimax unbeatable?

It's “unbeatable” in the sense that a perfect minimax player will never lose and, if you play against it with a suboptimal strategy, it may be able to find a forced win and beat you.
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Can you beat minimax algorithm?

The Minimax Tic-Tac-Toe algorithm is impossible to beat, and when two Minimaxes play against each other, every move they make is the best response to what the opponent could possibly do (Nash equilibrium), resulting in 100% chance of a draw.
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What is the problem with minimax?

The main drawback of the minimax algorithm is that it gets really slow for complex games such as Chess, go, etc. This type of games has a huge branching factor, and the player has lots of choices to decide.
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What is better than minimax?

Both algorithms should give the same answer. However, their main difference is that alpha-beta does not explore all paths, like minimax does, but prunes those that are guaranteed not to be an optimal state for the current player, that is max or min. So, alpha-beta is a better implementation of minimax.
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Is minimax always optimal?

Abstract: In theory, the optimal strategy for all kinds of games against an intelligent opponent is the Minimax strategy. Minimax assumes a perfectly rational opponent, who also takes optimal actions. However, in practice, most human opponents depart from rationality.
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Coding an UNBEATABLE Tic Tac Toe AI (Game Theory Minimax Algorithm EXPLAINED)

What is the complexity of minimax?

The time complexity of minimax is O(b^m) and the space complexity is O(bm), where b is the number of legal moves at each point and m is the maximum depth of the tree. N-move look ahead is a variation of minimax that is applied when there is no time to search all the way to the leaves of the tree.
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Which is true about minimax?

The correct answer is option 3. Statement (A): Minimax search is breadth-first: it processes all the nodes at a level before moving to a node in the next level. But it is a depth-first search.
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Does chess AI use minimax?

Image by author. The minimax algorithm takes advantage of the fact that chess is a zero-sum game. Maximizing your chances of winning is the same as minimizing the opponent's chances of winning. Each turn can be seen as a player making a move to maximize the evaluation function while the other tries to minimize it.
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What are the disadvantages of minimax algorithm?

Limitations
  • Because of the huge branching factor, the process of reaching the goal is slower.
  • Evaluation and search of all possible nodes and branches degrades the performance and efficiency of the engine.
  • Both the players have too many choices to decide from.
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Can minimax be used for chess?

In a typical minimax algorithm, you would need a function to evaluate the score for the original player and a separate function to evaluate the score for the opponent. However, in chess, the scores for both players are related because chess is a zero-sum game.
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Why use minimax?

Minimax is used in zero-sum games to denote minimizing the opponent's maximum payoff. In a zero-sum game, this is identical to minimizing one's own maximum loss, and to maximizing one's own minimum gain.
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How can I make my minimax algorithm faster?

Improving Minimax performance
  1. Alpha-Beta Pruning.
  2. Pre-sort moves.
  3. Bitboards.
  4. Transposition Tables.
  5. Board Symmetries.
  6. Reduce possible moves.
  7. Instant win.
  8. Improve . hasPlayerWon() function.
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Why don t we use BFS in game playing?

Because Breadth-First Searches use a queue, not a stack, to keep track of what nodes are processed, backtracking is not provided with BFS. Save this answer.
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Can you beat an AI at tic-tac-toe?

Are you looking to hone your tic tac toe skills and challenge Google's infamous Impossible mode? The truth is, Impossible tic tac toe is designed to be unbeatable—there's no way to win outright.
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Is minimax deep learning?

Deep learning is a subset of machine learning. "Artificial intelligence" encompasses much more than just machine learning. The minimax algorithm is not a machine learning technique.
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Which technique removes the limitation of minimax algorithm?

Hence there is a technique by which without checking each node of the game tree we can compute the correct minimax decision, and this technique is called pruning.
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What is the biggest drawback of algorithms?

​What is the major drawback of algorithms? Answers: a. ​They tend to lead to confirmation bias.
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Is minimax a decision tree?

If we think of a game in terms of these 2 players, Max & Min, changing turns with each other, then we can represent the game as a tree of decisions.
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What is the strongest chess AI?

Stockfish has consistently ranked first or near the top of most chess-engine rating lists and, as of February 2023, is the strongest CPU chess engine in the world. Its estimated Elo rating is over 3500. It has won the Top Chess Engine Championship 13 times and the Chess.com Computer Chess Championship 19 times.
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Can AI beat grandmasters?

In the past, chess AI was only able to beat amateur players. But now, they can beat even the best grandmasters in the world.
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Which AI was able to beat a world chess champion?

Deep Blue was a chess-playing expert system run on a unique purpose-built IBM supercomputer. It was the first computer to win a game, and the first to win a match, against a reigning world champion under regular time controls.
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Who invented minimax?

The Minimax algorithm is the most well-known strategy of play of two-player, zero-sum games. The minimax theorem was proven by John von Neumann in 1928. Minimax is a strategy of always minimizing the maximum possible loss which can result from a choice that a player makes.
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Who proved the minimax theory?

Perhaps the most important result of game theory is the Minimax Theorem, proved by John von Neumann. He showed that in a game with two players, such that the loss of one is the gain of the other, there are strategies that each player should use that will result in the best outcome for both of the players.
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Does Alpha Zero use minimax?

Stockfish searches through the tree of future moves using an algorithm called Minimax (actually a variant called alpha beta pruning), whereas AlphaZero searches through future moves using a different algorithm called Monte Carlo Tree Search (MCTS).
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