CS Fundamentals of AI Use the alpha-beta pruning for 13 marbles for the "1-2 steal marbles ". Please give me the decision tree and the pseudocode about 13 marbles. PS: "1-2 steal marbles " Initially, there are 6 marbles on the board. One of the players can choose to remove 1 or 2 marbles leaving 5 or 4, after that the other player can do the same, choosing to take again one or two marbles from the board. The process continue until there is only one marble in the board. The player who wins is the one the leaves the last marble on the board. (For example: If there are 3 marbles and it's my turn , then I will choose to remove 2 to leave one in the board to win)
CS Fundamentals of AI Use the alpha-beta pruning for 13 marbles for the "1-2 steal marbles ". Please give me the decision tree and the pseudocode about 13 marbles. PS: "1-2 steal marbles " Initially, there are 6 marbles on the board. One of the players can choose to remove 1 or 2 marbles leaving 5 or 4, after that the other player can do the same, choosing to take again one or two marbles from the board. The process continue until there is only one marble in the board. The player who wins is the one the leaves the last marble on the board. (For example: If there are 3 marbles and it's my turn , then I will choose to remove 2 to leave one in the board to win)
Database System Concepts
7th Edition
ISBN:9780078022159
Author:Abraham Silberschatz Professor, Henry F. Korth, S. Sudarshan
Publisher:Abraham Silberschatz Professor, Henry F. Korth, S. Sudarshan
Chapter1: Introduction
Section: Chapter Questions
Problem 1PE
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CS Fundamentals of
Use the alpha-beta pruning for 13 marbles for the "1-2 steal marbles ".
Please give me the decision tree and the pseudocode about 13 marbles.
PS:
"1-2 steal marbles "
Initially, there are 6 marbles on the board. One of the players can choose to remove 1 or 2 marbles leaving 5 or 4, after that the other player can do the same, choosing to take again one or two marbles from the board. The process continue until there is only one marble in the board. The player who wins is the one the leaves the last marble on the board. (For example: If there are 3 marbles and it's my turn , then I will choose to remove 2 to leave one in the board to win)
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