Is there best evolutionarily stable strategy in this game

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Question: You are studying lizards on campus, and discover that there are three strategies used by individuals competing for mates within one of your species: 1. Bold lizards fight with Bold lizards and the average Bold gets a payoff of ¼. 2. Bold always wins against Friendly, for a payoff of 1 to Bold and O to Friendly. 3. Friendly lizards share with each other and with Sneakers, for payoffs of ½. 4. Sneakers often steal mates from Bold when they aren't looking, for a payoff to Sneaker of 1/8 and to Bold against a Sneaker of 7/8. 5. Sneakers have nothing to share with each other, so neither gets anything. Make a payoff matrix to solve this game. Based on the payoff matrix. is there one best Evolutionarily Stable Strategy (ESS) in this game? O Yes, Bold is the ESS Yes, Friendly is the ESS O Yes, Sneaker is the ESS No, Mixed ESS

Reference no: EM133551904

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