Task Game Theory
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The two firms have one job. Firm i (i is equal to 1.2)
It offers paid wi, where 0 <1 / 2w1 <w2 <2w1 and w1> = w2. Two workers looking for work, and each of them can be accessed only from aquatic firms. Working at the same time decide to apply to the company or firm 1 2. If only one of the workers goes to a company, then the worker gets this place (and its winnings will be equal to the salary); If both refer to the same company, the firm randomly selects one of them (with probability 1/2) and the other is working without work (and retrieves the winning zero).
1. Locate the normal form of the game described.
2. Find the Nash equilibrium of this game.
It offers paid wi, where 0 <1 / 2w1 <w2 <2w1 and w1> = w2. Two workers looking for work, and each of them can be accessed only from aquatic firms. Working at the same time decide to apply to the company or firm 1 2. If only one of the workers goes to a company, then the worker gets this place (and its winnings will be equal to the salary); If both refer to the same company, the firm randomly selects one of them (with probability 1/2) and the other is working without work (and retrieves the winning zero).
1. Locate the normal form of the game described.
2. Find the Nash equilibrium of this game.
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