Abstract
This paper investigates the two-turn quantum games with continuous-variable strategies by adopting the Li-Du-Massar method and Frackiewicz quantum scheme. We find that the entanglement level of Li-Du-Massar quantum scheme has a negative effect on the quantum equilibrium payoffs, and the entanglement level of Frackiewicz quantum scheme has a positive effect on the quantum equilibrium payoffs. Our analysis allows us to add a new look at the quantum games.
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