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  • https://math.libretexts.org/Bookshelves/Scientific_Computing_Simulations_and_Modeling/Introduction_to_the_Modeling_and_Analysis_of_Complex_Systems_(Sayama)/05%3A_DiscreteTime_Models_II__Analysis/5.04%3A_5.4_Graph-Based_Phase_Space_Visualization_of_Discrete-State_Discrete-Time_Model
    The cobweb plot approach discussed above works only for one-dimensional systems, because we can’t embed such plots for any higher dimensional systems in a 3-D physical space. However, this dimensional...The cobweb plot approach discussed above works only for one-dimensional systems, because we can’t embed such plots for any higher dimensional systems in a 3-D physical space. However, this dimensional restriction vanishes if the system’s states are discrete and finite. For such a system, you can always enumerate all possible state transitions and create the entire phase space of the system as a state-transition graph, which can be visualized reasonably well even within a 2-D visualization space.

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