In evolutionary game dynamics, there exists a hypothesis, which states that, the dynamic structure of the game's steady -- state system is characterized by the linear superposition of eigenmanifolds, which depends specifically on the eigenvector structure at the Nash equilibrium and is ultimately governed by the game dynamics equations. This hypotheses has been supported widely in discrete strategy game. In continuous -- strategy game, using experimental data from human -- subject games, this paper finds that the hypothesis is supported in significant, too.

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