Computers and Technology
Computers and Technology, 17.07.2019 09:00, cair6415

Which process is used for sending invitations to players to start a game? a) tutorial b) newsletter c) player forum d) player matching

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Computers and Technology, 29.06.2019 17:40, tiahna1g
Consider the following strategic setting. there are three players, numbered 1, 2, and 3. player 1 has two cards, labeled king and ace. at the beginning of the game, player 1 deals one of the cards to player 2 and the other card to player 3; that is, player 1 either gives the ace to player 3 and the king to player 2 (call this the action a) or the king to player 3 and the ace to player 2 (action k). player 2 observes the card dealt to him; player 3 does not get to see the card dealt to her. player 2 then must decide between switching cards with player 3 (s) or not (n). player 3 observes whether player 2 made the switch, but does not see her card. finally, player 3 responds to the question “is your card the ace? ” by saying either “yes” (y) or “no” (n). if player 3 correctly states whether her card is the ace, then she obtains a payoff of 1 and the other players get 0; otherwise, players 1 and 2 both get a payoff of 1 and player 3 obtains 0. represent this game in the extensive for
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Computers and Technology, 05.09.2019 17:30, angelaOR
Represent the following game in the extensive form. there are three players, numbered 1, 2, and 3. at the beginning of the game, players 1 and 2 simultaneously make decisions, each choosing between x and y. if they both choose x, then the game ends and the payoff vector is (1, 0, 0); that is, player 1 gets 1, player 2 gets 0, and player 3 gets 0. if they both choose y, then the game ends and the payoff vector is (0, 1, 0); that is, player 2 gets 1 and the other players get 0. if one player chooses x while the other chooses y, then player 3 must guess which of the players selected x; that is, player 3 must choose between 1 and 2. player 3 makes his selection knowing only that the game did not end after the choices of players 1 and 2. if player 3 guesses correctly, then he and the player who selected x each obtain a payoff of 2, and the player who selected y gets 0. if player 3 guesses incorrectly, then everyone gets a payoff of 0.
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